GESTÃO DE PROCESSOS - BPM
Em 2002, os autores Peter Fingar e Howard Smith, lançaram o livro Business Process Management –The Third Wave (Gerenciamento de Processos de Negócio – A Terceira Onda). O material estabelecia conceitos e diferenças entre 3 “ondas” da gestão moderna fortemente ligadas a processos. As ondas eram, na ordem:
Teoria da Contingência, Reengenharia e BPM Business Process Management.
Gestão da Qualidade Total, Reengenharia e BPM Business Process Management.
BPM Business Process Management, Gestão da Qualidade Total e Reengenharia
Taylor, Fayol e Gestão da Qualidade Total.
Teoria Científica, Teoria Clássica e Teoria da Burocracia
Falando sobre a Teoria da Burocracia, apesar de todas as críticas, é possível afirmar que ela tem algumas vantagens, tais como:
I – racionalidade com relação ao atingimento dos objetivos;
II – imprecisão na definição dos cargos;
III – agilidade nas decisões por causa da clara distinção de funções;
IV – informação discreta e somente fornecida a quem é de direito;
V – uniformidade de rotinas e procedimentos;
VI – as pessoas não são substituíveis, os cargos e funções não continuam a existir;
VII – redução de atrito entre as pessoas porque os funcionários conhecem o que se espera dele;
VIII – constância natural da burocracia;
IX – confiabilidade por causa das regras estabelecidas;
X – capacidade de encarreiramento pelo treinamento e mérito de cada um.
É correto o que se afirma em:
I, III, IV, V, VI, VII, VIII
II, IV, V, VI, VII, VIII, IX
I, III, IV, V, VII, VIII, IX, X
II, III, IV, V, VI, VIII
I, II, III, IV, V, VI, VII
Assinale a alternativa a seguir que traz corretamente a sequência de atuação da Administração por Objetivos (APO):
(1) o subordinado trabalha para cumprir metas e objetivos – (2) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (3) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (4) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota.
(1) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (2) o subordinado trabalha para cumprir metas e objetivos – (3) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (4) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota.
(1) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (2) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (3) o subordinado trabalha para cumprir metas e objetivos – (4) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota.
(1) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota – (2) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (3) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (4) o subordinado trabalha para cumprir metas e objetivos.
(1) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (2) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (3) o subordinado trabalha para cumprir metas e objetivos – (4) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota.
A modelagem de processos de negócio é um conjunto de atividades necessárias para a criação de processos existentes (Capote, 2015).
Existem diversos padrões de notação para representação de processos disponíveis no mercado, tais como EPC, Fluxograma UML, entre outras.
Atualmente, a mais completa e utilizada é a Business Process Modeling and Notation. Dentro do BPMN, existem categorias e elementos que estão organizados em: elementos do objeto de fluxo, artefatos, objetos de conexão e Swimlanes.
Neste contexto, marque a alternativa que representa a categoria visual Rais (Lane) das Swimlanes.
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)
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RjdMpcYJ95mO0xo8xtf7JET5p5LHGEXzWlD0vO2+cm3mJ3BxTFxahhXJFhEcYpJ6X7jZK0Hl1Rvs1oLKFYgYquWIGKrliBiq5YgYquWIGKrliBiq5YgYquWIGKrliBiq5YAPA/mW/uTUx1EJIAAAAASUVORK5CYII=)
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A modelagem de processos de negócio é um conjunto de atividades necessárias para a criação de processos existentes (Capote, 2015).
Existem diversos padrões de notação para representação de processos disponíveis no mercado, tais como EPC, Fluxograma UML, entre outras.
Atualmente, a mais completa e utilizada é a Business Process Modeling and Notation. Dentro do BPMN, existem categorias e elementos que estão organizados em: elementos do objeto de fluxo, artefatos, objetos de conexão e Swimlanes.
Neste contexto, marque a alternativa que represeta ARTEFATOS.
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)
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u2bPnSd7zZ12/xnW/13wUAAACAwOMCTkXHWL9+vXr06K572rTWP/7RVM2bN1eLFs19x//Q3Xe30OTJL9n7AAAAABB4gl5g2NmzZ4+efrq/MjLS9cSTTyoqKkpP939aY0Y/7ws9LdS4UWMNGDDA3gsAAACAwBP0nLBjgs/mzZt14sQJDR8+Uh073q+YmBjdWqeO7m7Z0u7Y9t333+nHH3fa+wEAAAAQeFzBqfIcOXJE0dHRKlmypB0vW6asdu3aZa/nz59fVatWtS8gdUISAAAAEOoIPC4QHp71NRUrVkyRkZHKyMiw5+X/Xl4rV66wVZ+TJ0/q0MFD2r17l70GAAAAgMAT9Ey1xlRwjGuvvdb2P/zwgx1r3LixL/Cs1KBBAzVs2DAtWbpEtWrWsvcAAAAAIPC4SokSJTRw4CBdddVVNgjVqFFTvXr10rp167RgwXzdfffdatmqlf9uAAAAAASeIOdUdxzVq1e3wccwU93uuaet4uPf1KJFizV06HMqVKjQrz4DAAAAhCoCj8uYMJOZmWnb0aNH7Xoes2FB0aJFdcx3fvDgQf+dAAAAAMJ8D9C/Ww44ffq0/+ishIQETZky2de/7x9BTsnJyercuZOv3+gf+WPM39tMWTt06JCSPvlE6b5Qc+BAilJSUuwGBb/88ou958CBA/b+Xw7/orSjaTb8VKpUSTNmvPyndmpLTExUXFysr1/uHwEAAAAunKSkJE2YMF4zZ86yr1rJTVR4gtgnvrDT+9FeGjN6tOLj47Vs2TI79vPPe7R3715FRETafyClryitmjVrqUGDBmrY8E62pQYAAAD8CDxBxhTcnMBSuHBhXXppCZ04eUI33FBFjz76qCZOnKhp06bZKs6UKVM0btx4vfjiWI0cOVLDh49Q69atWcMDAAAA+BF4gowJK06rUaOGXnnlVT322GPavXu3XnjheT311FOaNGmStm7dYtfx5MmTR3nz5rUhyfkcAAAAgCwEniBjgovZfc00E2TKly+vzp276M0339TkyVN12223afnyRLVv3943fr8mjB+vrVu22DU9JuwwnQ0AAAA4i8ATZH4rsERFRalq1ap66ql+djOBt956S9Wr19CaT9aozT1t1KpVS02fPl3bt2/3fwIAAAAAgSfIOVPUAvuIiAjdeONNNvwMGzZcvXv31r59+zRmzGi72wXT2gAAAIAsBJ4gZ6a2maqPs0YnPT1dP/zwg9555x316NFdvXr11CuvvKLo6Gh169ZdXbp0YVobAAAA4EfgCXIm5Jw8edK+c8dMY3viib5q376dnn66v93IoGnTf2jy5ClatGiR+vXrpypVqvo/CQAAAIDAE4ScKWmHDx/Wu+++q759++jWW2/RwIHP6uDBg2rVqpUWLHjLvvT1ySeftLu5FShQkMoOAAAAkAOBJ4iYoOOEHdOvXbtW/fo9pX/+859q1qyZ4uJG23U7rVq1VpEihZWSkqLDhw4pNTXV7tJmGgAAAICzCDxBzOzMdskllygqMkqffvqpnn9+jHr16qFOne5Xhw4ddO+97dWufTvdc08btW7dSu3atdPs2bP9nwYAAABA4AkyToXHqFmzpt54Y44mT57sCzsvaNSoUerX72n17NlLbe9pq4YN71S1atV0/fWVlS9fPt9nT2vz5s3+TwMAAAAI8z1g/+4exuebKpWQkKApUybbdSQ4v+TkZHXu3MnXb/SP/HuB09mc9ThOn/Nrcu4xLfB+812Znd3+jMTERMXFxdr3/QAAAAAXWlJSkn2dysyZsxQTE+MfzR1UeIKIE2ACmyPwPOe1QH827AAAAABewtNxEPqtMGOcL/T8u/sBAACAUEbgAQAAAOBZBB4AAAAAnkXgAQAAAOBZBB4AAAAAnkXgAQAAAOBZBB4AAAAAnkXgAQAAAOBZBB4AAAAAnkXgAQAAAOBZBB4AAAAAnkXgAQAAAOBZngs8Z86cyW7OOQAAAIDQ5MrAExhqnBY4Huh8YwAAAABCg2sDT07OWFhYmO2N06dPn3MOAAAAILS4MvCcL8SYsZzj4eFZ//MIPQAAAEBocv0anszMTFvJMUx/4kSmNm7cqKVLl2rHjh1MaQMAAABCmOsDz2uzZ+vxxx9T8oYNtqITHx+vRx55WL1791LHjh20fv0//XcCAAAACDWuDTxO1Wb58kStXr1aGcePKyUlRdOmTdO+fftspefHH3/U1KlTdfTo0ewqEAAAAIDQ4drA46zZ2fHDj4qOjtbFF1+sj33B58CBAypcuLA6drxfxYsX16ZNm3xjKazjAQAAAEKQq6e0mSrPRRcV1ZEjR7Rs2VLNemWWXdNTp05dPf30AFWoUMFWe44dS/d/AgAAAEAocX3guf32232B5pjGjRunL7/crDx58qhJkyYyBZ2MjAzlzZtXERER/k8AAAAACCWuX8PTtm07VatWTadOnVJkZJQaN26i2jffrAMHDmrr1q268sor7RQ3dmoDAAAAQo8rA4+zfse00qVL66WXJis2Nk5jxozRqFGjFFOokGJiYjR48BB17NhRRYoUyX4nDwAAAIDQ4coUkLNac8kll6h169Zq0eJu5c+f346ZkNOmTRtbAYqMjKTCAwAAAIQgVwceU+Ex200nJyfrmWcGqF692227/fbbbDPHDRrcoe+//97eDwAAACC0uHZKm2GCz8aNG/XYY49q7ty5Ntg47bvvvrNtx44dduc2AAAAAKHH9Qtb5s2bZ18wajKQE4TMFDZnzU69evVUqFAhewwAAAAgtLg68JiA8+mnn9p1O0OGPGfH6tatqw0bkhUfH6+iRYvq6quvsWt8AAAAAIQe11d4MjMzbAWnatWquuyyy5SSkmLfy1O58g2qWLGiliz5wL58FAAAAEDoce0aHmf6WkxM1nQ183LRa6+9Vt9++43eeed/9dlnn9m1PLt27VJqaqq9BwAAAEBocWXgMZsVOM1Udo4eParDhw+pZs2aOnHipOLi4tS5cyft3r3Lbk+dL18+/ycBAAAAhBLXTmkz21GbwHPHHQ100003KSwsXG3a3KMqVaooPNxUgMxdYWrZsqVKlixp7wUAAAAQWlw7pc3swmZ6s0nB1KnTVKtWLVvNmTZtugYPHqJWrVorNjZWffs+obx582ZPgQMAAAAQOlw7pc3pzRbUTqAxrXjx4urUqbNeeOFFtW3bTtHR0fZeAAAAAKEnzBcafneul5k+llNCQoKmTJns69/3j+Qe8yuaMLN69Wq9/fZb/tGw7OBjijdmSpvvTntuhs1YVh+mp556SqVKlbLHf6Xk5GS7lig5eaN/xB0SExMVFxfr65f7RwAAAIALJykpSRMmjNfMmbMUExPjH80drqnwmHDz3Xff6d1339XChQt9/Tu+/l299967dszszGb6rPZOQP+Ojhw58peHHQAAAAD/fa4KPGfOZFWazLHZmMCs43GqOM64Yc7NsVnTU6NGDRUoUCD7GgAAAIDQEfSBxwkqJtzcdVczLVq0WIsXL9Z77y32HS/SiBEjbBnMvIMnPj7eXp8zJ15169ZRRkaG7r33PjudDQAAAEDoCfrA41RrjGLFiqlixYqqUKFidr9+/XodP35cPXr0VO3at9jxm2++WQMGPGsDz7x5c5WWlsaUNgAAACAEuWJKm6nuGCa0mGPn3Pjiiy/seOC0NdM7u7Nt2rRRKSkp9hgAAABAaHFF4MnJeemoUbBgQR0/nqFZs2Zqx44ddnzfvn2aMWO6LxiF+e49G4IAAAAAhBZXBh5T0XGmqN3Z8E5b8fn000/Vrl1bNWzYQC1bttT8+fNt2Lnhhhvsu3kAAAAAhB5XBp5A97Rtq5tvrm1fQLp3715988032r17l06cOKGiRYuoV6/eKlSoEBUeAAAAIAS5OvCYKk/JkiU1YcJE9e37hK6//npFRESoxKUl1KxZM82e/bpq1qx5TkXor5IVsM5OpyNwAQAAAGcFPh+bJSu5xdWBx/yRTJC56KKL1L17dy1c+J6+/Xa7Plu3zoagypUr/+VB51xmkwV37Q4X+A+PkAYAAIALxTxbBq7FDwvLiiLOM73pc+P5M8z3Q3/3p54vcSUkJGjKlMm+/n3/yF/H+ZWd/uTJk/rxxx+1c+dOnTp10o5lyQob1atXt5sbBO7ultvM75acnKw2bVrrtttuNyO+Ftzhx7zY1fxjM7vamamBtWrV8o26K7ABAAAgWJ2NHQcPHFB6RoZ9f2bRokXtmHl+zo3ndVcGnsDf5+DBg5o0caISlydqz88/6+SpU9lVHeeP9v77H+i66677S6s95r+9ceNGG3gaNmzoO/f9sV2SHcwud1u3btXtt99u/3cAAAAAF4LzfL5/334dST2i+Pg3VaRIEXstt57VXV3hMaZNm6YxY0af93d0SmNLliz9LwWeZHXu3Fnr12+w/+2/8r//nzJ/xxUrViguLk4ffvihK35nAAAABL/AZ/i1a9dqwvjxennmTMXExNix3HrudPUaHuPtt9+yD+lRUZFq0aKFunbtqm7dutnmHJs1Pn/1g3vWfy/rv2lSrFuCw9kyYtZcSgAAAOBCMM+WTssaOM9YLnBl4An8g5iwY05btmyl559/QQMGPKOnnx5wTrvkkkv8dwMAAAAIJa4MPKYc5rRbbrnFF3jC7WKnqKgo/x0AAAAA4OIpbU7pq1WrVipVqpSWLFliF9r/8ssvSk094mup2e3UqVP+TwEAAAAIJa6e0mYqPO+//77y58+vHTt2qEmTxqpc+XpVqlTJ1ypmN7PFMgAAAIDQ48rA4+zIZoLPwoULfYFmmz3PyakCOdPfAAAAAIQW11d4KlW6XlWq3Kgbb8xqVauavqqvr+obr2L76OhoAg8AAAAQgly7hscJMNOnT9f//u//av78BXr99f/Ra6+9pjffnOcbe8e2t956W6VLl84OSQAAAABCh2srPIFt//79mjBhvLp06ay7725h1/UcP35cX3/9ldavX091BwAAAAhRrgw8gQHGbFbwwANd9NJLL2ndunX69ttvdfDgAe3Zs0fNmzfX8OHDdPjwYf/dAAAAAEKJq6e0mepOfHy8tmzZoosvvlh/+9tl2deKFCliXzj6008/6ejRo3YcAAAAQGhxbeAxYcfs1rZq1SrFxMRo6NDndM89bZ2rCg8PV968ebVv3z4dO3bMPw4AAAAglLh+Spt5yWiBAgV03XXX2hBkmP7kyZM6cOCAIiMj7TnreAAAAIDQ49pNC5wpbZUrV1ZKSooSE5fr1KlT9np6+jHFx8/RoUOHVLZsGTu9zQlDAAAAAEJH0AceE2zM1DXTzLFTqXFCT9OmTRUREaHx48dp9uzZdnzmzJmaPPkle1yjRk1ddNFF9jMAAAAAQkvQBx4TWpxmBIYe4447Gqhz5y72etZubGdsn5mZqcqVb1CPHj0VFRV1zmcAAAAAhAbXTWkzwcWEG6ePjo5Wnz59NHnyFLVq1cqGHBOCnnjiSb3yyisqUaKE/5MAAAAAQo0rAo9T3TF69OiuMWNG23fumN3XzDWzG1vdunX14otjtXDhe3ZKW7du3VWsWLHszwb+DAAAAAChwRWBJ3A62tdff62pU6fqoYce0F13/UOjRo3Q6tWrdeBAir1u7jXrfcy21M45AAAAgNAU9IHHBBanGYUKFbJ9WtpRfffdd5ox42V169ZV999/vy/8jLSVn0MHD9od20zwMQg9AAAAQGgK+sDjTEUzFRsTXEaNitXAgYN022232fU7kZERdmrb1q1b9PLLL6tjhw7q3LmzYmNHacOGDcrIyLCfY0obAAAAEHpcUeExYcXpK1asqIceekivvjpbH3+8RlOmTFXHjverQoWK9p7ME5natHmTDT+tWrVU06ZNtHv3bv9PAwAAABBKXLGG57eYTQkaNGioIUOGaO7ceVq5cpXduKB+/foqWLCg744zdtpbWlpa1gcAAAAAhBRXTGkzlRvTAjnnZq2Oee/O9u3b9fHHH+vDD5dp586dOnnypL3uyPl5AAAAAN7nigqPWb/jBB+zEYFZl7N3714tWbJEgwYN1EMPPah7722vIUMG64MPPtC2bdt04kSmoqPz6+qrr1bBggX8PwkAAABAKHHNlDYTdkzoefXVV/Xwww/rjjvq293Z4uPjlZy8wW5cYO7Jlzevateurccf76sFC97S0qXLdPnlpf0/BQAAAEAocUXgMVUdE3aMOXPe0Mcff5S9LseMlyhRUvXq1dOYMWOUmLhcr7zyqnr27KkKFSpkfw4AAABA6An6wBO49sY5zpMnr8qUKaO77rpLEyZMUHz8m3rppcm65562urx0aeXLl08RERE27AQ2AAAAAKHFdVPaWrdurbFjx+n11/9Hkya9pGbNmuuqq65S/vz5zxtqCDoAAABA6HJN4DFM6OnRo6eaNGmiyy+/3D96bhUIAAAAAByuCDzOlDSnWmP6wJBDFQcAAADA+biqwhOIkAMAAADg9wR94HEqOzlbzmsAAAAAkJNrKzwAAAAA8HsIPAAAAAA8i8ADAAAAwLMIPAAAAAA8i8ADAAAAwLMIPAAAAAA8i8ADAAAAwLMIPAAAAAA8i8ADAAAAwLMIPAAAAAA8i8ADAAAAwLMIPAAAAAA8i8ATZE6fPq0zZ87Y/o9y7jc9AAAAgLMIPEEmLCzM9uHh4X84wDifMQg9AAAAwFkEniASGFb+PxUecy+hBwAAAPg1Ak+QMWHFNBNg7r23ne68s+HvtsaNG6lJk0Zq1OhODR06xP+TAAAAABB4gogJOU4zUlPTdOTIkT/cUlNTlZ6ebj8LAAAAgMATdAJDz+LFCVq79lMlJa3Nbs554Lg5/uSTtb6WpLi40dmBCQAAAAh1BJ4gl3M9jjPdLecaH2cqnPH/Wf8DAAAAeBmBx2VMqNm7d68+/3ydVq1apY8+WqWVK1fa49WrP9K6dZ9R4QEAAAD8CDwuYYKOqdysWLFcDzzQRV27drV99+7dfa2bunTprN69e2vBggX+TwAAAAAg8AQ5p1pj+p9++kmxsbEqXLiwnntumCIjIzVo0GC99NJkdejQQXXq1FHfvk/Y+wEAAAAQeFzDVHi2bNliqzwm7DRv3twGnypVqqh+/foaMmSofvzxR23duiV7LQ8AAAAQ6gg8LmEqPGbb6bx586hYsYts8ClTpox27Nhhr5tqT9WqVbV69WqFh/O1AgAAAAZPxi5y6aWXKioqj44ePWYD0PXXX6/ExA+Vnn5MmZmZdspbSkoKFR4AAADAj8ATZExYyRlYnHU85cqVs9UbM3XNaNCgoT777DM9/vjj6tu3j92prXbtW7LvBwAAAEIdgcdFTIVn1KhYXXvttTbUVK9eXf369dfOnTvt1tT3d7xfd999t/9uAAAAAASeIONUd5xKT2Az/v73v6tYsWLZ502bNtX8+Qv08cdr9PSAAcqfP78dBwAAAEDgCSpOiHGYdTnffvutDh06ZM9Nv3HjxoCWrM2bN2v79u22ymN2aPv+++9/9XMAAACAUEXgCTLO+hsTWr744gu1a9dWL788w46Zl462aNFczZs3s80ct2hx9thsVT1q1Eh7LwAAAAACT1AxYSdww4GLL75YN954o666qozdrKBChQp6/PE+6tu3r22PP57V+vQxrY/tmzVr7v80AAAAgLAzf2D+k3nnS04JCQmaMmWyr3/fP4KckpOT1blzJ1+/0T/y7+X8Ksz5iRMnbNiJioo657pz/Fs7sv3W+B+RmJiouLhYX7/cPwIAAABcOElJSZowYbxmzpylmJgY/2juoMITxExoMUHHvFTUOHnypA4cOGD7nNUgw1xLT0//U2EHAAAA8BICTxAxQSWwcmOOA8PL999/pyGDB2e/hyeQuTcuNlarVq08pxIEAAAAhDICT5BxAo4TdpxmmB3bvt/x3W9uPR0RGaGkT5LOCUkAAABAKCPwBJnAgGOY4ONUbI4dO6ZTp07baW45mc/ky5dPP+/52T8CAAAAgMATpJzg4zQTei6/vLTdxCDnlDZzzazr+frrr333XO4fBQAAAEDgCXImzJhd8kxfrlw5O51t+vRp2rt3rw05ZjwtLU0LFszXhg0bVPvm2nYMAAAAAIHHFUyFxyhcuLB69uylNWvWqEOH+/TMM89oyJDB6t69mwYNGqjatWurZq1a9l4AAAAABJ6g50xnM+/iMceNGjXSnDfm6IorrtDSpUv05pvx2r9/v7p0eUATJ05SwYIFswMSAAAAEOoIPEHOmZ5mprUtXbpUzZvfpcioKE2a9JI++GCJli9f6Qs9c9WvX38VKFDA3gsAAAAgC4EnyJnA41RsSpQoYas5mzdvVnR0tEqVKmU3Kbjooovsy0md+1jDAwAAAGQh8AQ5J8SYvmLFirrvvo6aOzdeCQkJdrOC48ePZ7fMzEy7ixsAAACALAQelzCBZ926dfryy83KyDiuXr16qlKlCipf/jpde20525crd43dwAAAAABAFgKPS5yd2hamMmXKqFGjxr7WxPaNG2f1TZo00Y033pj1AQAAAAAK8z1I/+6CD7NgPiczpWrKlMm+/n3/CHJKTk5W586dfP1G/8j/n/l6zoadX3Ou5bznt+7/IxITExUXF+vrl/tHAAAAgAsnKSlJEyaM18yZsxQTE+MfzR1UeIJcYB51QowZM2t10tPTs68HXgMAAACQhcAT5HJWakzImTdvnh566EG1aNFcO3fu9F+R1q5N0uHDh/1nAAAAAAg8LuCEHlPVGTv2Rdvy58+vb775JntXNlPZGTdunJYuWWLPAQAAABB4XMGZprZjx/das2aNBg8eookTJ9l37zhMKLr66qu1afMmprUBAAAAfgQeFzBhxoSYbdu+UYH8+VWvXj1FRUUpPDz8nHCTL18++2LSnNPgAAAAgFBF4AlyJtCYAGNaHl/IicqTJ7uyc+bM6exr5r69e/eqSJEi9hoAAAAAAk/QM2HG2Rb86muu0dGjx+x214Yp7pigY65v2rRJK1as0K233mqvAQAAACDwBD2ngmNcfvnlqlbtJj377DOaO3euDTv//Oc/NW3aVPXo0V2VKlVSrVo323sBAAAAEHiCnrNGx/QRERHq1au3GjduohdffEF58+bVsGHPaebMmapQoYKef/4FFS9e3N4PAAAAgMAT9JzqjrNOx6zR6dOnjxYufE/Tp8/Q9GnTNX/+Ak2bNk2lS5fOvh8AAAAAgSfoORUeI3B6W6lSpVS7dm3dWqeOypYtq/DwCDsOAAAA4CwCj0s4wWfPnj16ecYMdehwn+rVu123336bv92u+vXr2fU9AAAAALIQeFwkLS1Nw54bqrHjxmrHjh3+UYfZvtp/FFAVAgAAAEIZgccFnG2pzY5sn61bp549e2rRosVavnyFVqxYqVWrPtLKlat85ys1YsRI+0JSAAAAAAQeVzABxqzdSU1N1aWXXqp27dqraNGi9pqzmYGDTQsAAACAswg8LmACjQky5cqVU768ebV//z7/laxrTgMAAABwLgKPCzhVnDJlyqjhnXdq9OjRWrNmjbZt+5f+9a+s9vXXX+urr77Srl27/J8CAAAAQOBxAad6Y148Wr58eX3tCzYdO96nRo0a+dqdtjVp0ti2IUOGUO0BAAAA/Ag8LmAqPGbjgt27d2vQoEHKkzevL/Dcr+7de6hHjx7q2TOrN61p06as4wEAAAD8CDxBzgkvpk9O3uALPqc0YcJEDRkyVE899ZT69evv6/vrySef8vX91LJlSyo8AAAAgB+BxyVM4ImOjlbx4herdOnL7fS2wEoOVR0AAADg1wg8Qc55B49x/fWVVahQIX322TqdOnXKPwoAAADgtxB4gpxTuTHT1CIjI9WoUWONGDFczzwzQOPGjbVt7NgXfc30Y/Xuu+/a+wEAAAAQeIJe4FS1jz5apWHDntOePXs0f/58TZgwQRMnTrRt0iTTT9DixYv8dwMAAAAg8AQ5ZwMCE3zq1r1Nb731thYtWuwLNqYl2OOEhPf9fYLdxY1NCwAAAIAsBB6XMCGmaNGiqlSpkipWrKgKFSraPrCZsSuuuJINDAAAAAA/Ao9LmBBjQo9pZsOCjRuT9fLLMzRu3DgtX75caWlp/jvPVoUAAACAUEfgcRETenbt2mlfMNqmTWuNGjVKEyeO18MPP6TmzZtpy5YvCTsAAABAAAKPC5itqU2QycjI0Lix47Rp0yZf6Ompd99dqA8+WKK4uDjly5dP/fr10969e5nSBgAAAPgReFwgPDzchpjt27friy++UN++ffXoo4+pcuXKKl/+72rduo0mTZqklJQUJSUlEXgAAAAAPwJPkHPCi6nwfP/9d8pfIL/q1q1jQ5Azblx1VRnVq1dPa9Z8zLQ2AAAAwI/AE+Sc8GKCT56oPIqIiPCNnQ1CBhUdAAAA4PwIPC5StmxZpaen6+OPP7Y7tTmc6s+KFStUvXoN/ygAAAAAAo8LmEBjWukrrlCtWrU0btxYjR8/TuvXr9dXX32lt956S7179VZMTIxuveWW7KoQAAAAEOoIPEHKCTkOM20tKipKjz/+uG688UZNmTJFrVu3UpMmjfT00/2Umpaq2Ng4lbrsMqa4AQAAAH4EniBkgo4JLU4LVLz4xRo7dpwWLnxPAwYMUK9ej2ratBl6//0PVK1aNcIOAAAAEIDAE2Scqo7pT5w4oa1btyg1NfWc8cjISP3973/Xww8/YreobtCggX0Pz5Yt594LAAAAhDoCTxDJGVR27typ/v3769O1a/0jZzmVHKc/efKkunfvpo9Xr7bnAAAAAAg8Qe3HH3/Q4cOHdVnAuhznJaQ5mQrP5Zdfrs1ffpn9jh4AAAAg1PFkHMTM9LTTp08rf4ECNuQEBh3nPHC8aNGi+uabbUxpAwAAAPwIPEEsT568NsycOJFpz02QMQEoJyfgZGZmKjIyyh4DAAAAIPAElcBqjWGmqJnpaeZdO06oCbwe6Pjx43bTgnLXXPOb9wAAAAChhsATREyoCZyOVrp0aZUqVUrx8W/q2LFj51wLZMY/+OAD7dmzR9VrVPePAgAAACDwBJHAyow5LlCggB55pKvdmnrQoIFKS0uz15xgZJrZnW3pkiUaOXKEatasqRtuqGLvAQAAAEDgCTom6DjBx/R16tRRv379tWzZMjVs2ECDBw/SG2+8ofnz5+ullybp/o4d9ehjjyomJkajRo1SwYIF7WcBAAAAEHiCXkREhNq3b6/Jk6eoXLlyWrVqlUaOGKH+/ftp5syZ2rd/n9q2bWuPr7jiSvuZ35r6BgAAAIQaAo8LREZG2krP9Okz9Nprr2vmrFmaMeNlX8iZZc+HDn1OZcqUzZ7mBgAAACALgSfIBQYY83LRq666SrVr11aDBg1000032ZeSmiqQuS9wKhwAAAAAAk/QC1zTYzjn5xtzjgEAAABkIfAEucAgkzPMBJ4713PeAwAAAIQyAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAz/qPAs+ZM2dsCwsLsz1+m+9P5Dpu/J0BAAAQ/Jwc4fs//pGsMafPjWzxJyo8BJ0/Ihe+s1zj/CNzfufc+AcHAACA0HTOs6X5/7D7T50iSm49e4b5fvDv/uTTp0/7j7KYjyQkLFZcXJz69+/vO7ejvkZpINAPP+zQ1KlTfX+n0f4Rd/jyy81auHChnn12oH8EAAAA+PNszvHFhm3btunzz9fp5ZdnKiYmxn81K/xcaP9R4DHWrPlYY8aMscfmJzANylv4TgEAAHBhmYfLs9GjUsVKeubZZxUdHX1O0LnQoec/DjyBHzPH5hfLjUSG/w7n++U7BQAAwIVwvufL80WRoAk8AAAAABDs2JYaAAAAgGcReAAAAAB4FoEHAAAAgGcReAAAAAB4FoEHAAAAgGcReAAAAAB4lPR/qKjthFQKjvYAAAAASUVORK5CYII=)
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)
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)
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)
O BPM CBOK é organizado em nove áreas de conhecimento. Essas áreas são segmentadas em uma perspectiva mais ampla orientada à organização e uma perspectiva de processos. As áreas de conhecimento de BPM refletem as capacidades que devem ser consideradas por uma organização na implementação do Gerenciamento de Processos de Negócio.
Marque a alternativa que contém a área relativa a capacidade de gerenciar processos ponta a ponta.
Desenho de Processos
Gerenciamento de Processos Corporativos
Tecnologias de Gerenciamento de Processos
Gerenciamento de Desempenho
Análise de Processos
A descrição e desenho desses processos são realizados com uma linguagem específica (BPMN) que podem ser automatizadas por ferramentas próprias (BPMS). Então, de forma mais detalhada, temos:
I - BPMN - Business Process Model and Notation (Modelo e Notação de Processos de Negócio): é um tipo de notação. Por consenso, os profissionais mais técnicos utilizam BPMN;
E
II - BPMS – Business Process Management Suites/System (Sistemas Gerenciamento de Processos de Negócio) – é quando um diagrama vai para a fase de automação, ou seja, se torna um software.
Marque a alternativa correta:
As asserções I e II são verdadeiras mas a II não complementa a I.
A asserção I é uma proposição verdadeira e a II uma proposição falsa.
A asserção I é uma proposição falsa e a II uma proposição verdadeira.
As asserções I e II são verdadeiras e a II complementa a I.
As asserções I e II são proposições falsas.
Ainda sobre a Administração por Objetivos (APO), ou Administração por Resultados, ela tem as seguintes características principais:
I – criação dos objetivos e metas em conjunto entre subordinado e gerente;
II – criação de objetivos diferentes para cada departamento e/ou cargo;
III – promover a interligação entre os diversos objetivos departamentais;
IV – criar o trabalho humanizado;
V – foco nas métricas e controle dos resultados;
VI – avaliação contínua e revisão dos planos;
VII – gerência atuante;
VIII – apoio do staff.
É correto o que se afirma em:
II, IV, V, VI, VII, VIII
I, II, III, IV, V, VII, VIII
II, III, IV, V, VI, VII, VIII
I, III, IV, V, VI, VII, VIII
I, II, III, V, VI, VII, VIII
Dando continuidade à Teoria Neoclássica, mais especificamente as vantagens e desvantagens da centralização e descentralização, são vantagens e desvantagens de cada uma das estratégias:
I – Vantagens da centralização: as decisões são mais alinhadas com os objetivos e metas organizacionais;
II – Desvantagens da centralização: a comunicação flui até bem de cima pra baixo, mas de baixo pra cima não flui;
III – Vantagens da descentralização: existe maior falta de uniformidade de decisões, pois as decisões que antes eram centralizadas, e tinham uma linha de comando só, agora são descentralizadas e diversos administradores tomam decisões de maneiras diferentes, a seus modos;
IV – Desvantagens da descentralização: melhora a motivação e a eficiência dos envolvidos, pelo princípio da responsabilidade e autoridade agindo na mesma pessoa.
Com base no exposto acima, é correto o que se afirma em:
Teoria da Contingência, Reengenharia e BPM Business Process Management.
Gestão da Qualidade Total, Reengenharia e BPM Business Process Management.
BPM Business Process Management, Gestão da Qualidade Total e Reengenharia
Taylor, Fayol e Gestão da Qualidade Total.
Teoria Científica, Teoria Clássica e Teoria da Burocracia
Falando sobre a Teoria da Burocracia, apesar de todas as críticas, é possível afirmar que ela tem algumas vantagens, tais como:
I – racionalidade com relação ao atingimento dos objetivos;
II – imprecisão na definição dos cargos;
III – agilidade nas decisões por causa da clara distinção de funções;
IV – informação discreta e somente fornecida a quem é de direito;
V – uniformidade de rotinas e procedimentos;
VI – as pessoas não são substituíveis, os cargos e funções não continuam a existir;
VII – redução de atrito entre as pessoas porque os funcionários conhecem o que se espera dele;
VIII – constância natural da burocracia;
IX – confiabilidade por causa das regras estabelecidas;
X – capacidade de encarreiramento pelo treinamento e mérito de cada um.
É correto o que se afirma em:
I, III, IV, V, VI, VII, VIII
II, IV, V, VI, VII, VIII, IX
I, III, IV, V, VII, VIII, IX, X
II, III, IV, V, VI, VIII
I, II, III, IV, V, VI, VII
Assinale a alternativa a seguir que traz corretamente a sequência de atuação da Administração por Objetivos (APO):
(1) o subordinado trabalha para cumprir metas e objetivos – (2) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (3) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (4) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota.
(1) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (2) o subordinado trabalha para cumprir metas e objetivos – (3) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (4) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota.
(1) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (2) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (3) o subordinado trabalha para cumprir metas e objetivos – (4) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota.
(1) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota – (2) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (3) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (4) o subordinado trabalha para cumprir metas e objetivos.
(1) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (2) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (3) o subordinado trabalha para cumprir metas e objetivos – (4) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota.
A modelagem de processos de negócio é um conjunto de atividades necessárias para a criação de processos existentes (Capote, 2015).
Existem diversos padrões de notação para representação de processos disponíveis no mercado, tais como EPC, Fluxograma UML, entre outras.
Atualmente, a mais completa e utilizada é a Business Process Modeling and Notation. Dentro do BPMN, existem categorias e elementos que estão organizados em: elementos do objeto de fluxo, artefatos, objetos de conexão e Swimlanes.
Neste contexto, marque a alternativa que representa a categoria visual Rais (Lane) das Swimlanes.
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)
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RjdMpcYJ95mO0xo8xtf7JET5p5LHGEXzWlD0vO2+cm3mJ3BxTFxahhXJFhEcYpJ6X7jZK0Hl1Rvs1oLKFYgYquWIGKrliBiq5YgYquWIGKrliBiq5YgYquWIGKrliBiq5YAPA/mW/uTUx1EJIAAAAASUVORK5CYII=)
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A modelagem de processos de negócio é um conjunto de atividades necessárias para a criação de processos existentes (Capote, 2015).
Existem diversos padrões de notação para representação de processos disponíveis no mercado, tais como EPC, Fluxograma UML, entre outras.
Atualmente, a mais completa e utilizada é a Business Process Modeling and Notation. Dentro do BPMN, existem categorias e elementos que estão organizados em: elementos do objeto de fluxo, artefatos, objetos de conexão e Swimlanes.
Neste contexto, marque a alternativa que represeta ARTEFATOS.
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)
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)
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)
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)
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)
O BPM CBOK é organizado em nove áreas de conhecimento. Essas áreas são segmentadas em uma perspectiva mais ampla orientada à organização e uma perspectiva de processos. As áreas de conhecimento de BPM refletem as capacidades que devem ser consideradas por uma organização na implementação do Gerenciamento de Processos de Negócio.
Marque a alternativa que contém a área relativa a capacidade de gerenciar processos ponta a ponta.
Desenho de Processos
Gerenciamento de Processos Corporativos
Tecnologias de Gerenciamento de Processos
Gerenciamento de Desempenho
Análise de Processos
A descrição e desenho desses processos são realizados com uma linguagem específica (BPMN) que podem ser automatizadas por ferramentas próprias (BPMS). Então, de forma mais detalhada, temos:
I - BPMN - Business Process Model and Notation (Modelo e Notação de Processos de Negócio): é um tipo de notação. Por consenso, os profissionais mais técnicos utilizam BPMN;
E
II - BPMS – Business Process Management Suites/System (Sistemas Gerenciamento de Processos de Negócio) – é quando um diagrama vai para a fase de automação, ou seja, se torna um software.
Marque a alternativa correta:
As asserções I e II são verdadeiras mas a II não complementa a I.
A asserção I é uma proposição verdadeira e a II uma proposição falsa.
A asserção I é uma proposição falsa e a II uma proposição verdadeira.
As asserções I e II são verdadeiras e a II complementa a I.
As asserções I e II são proposições falsas.
Ainda sobre a Administração por Objetivos (APO), ou Administração por Resultados, ela tem as seguintes características principais:
I – criação dos objetivos e metas em conjunto entre subordinado e gerente;
II – criação de objetivos diferentes para cada departamento e/ou cargo;
III – promover a interligação entre os diversos objetivos departamentais;
IV – criar o trabalho humanizado;
V – foco nas métricas e controle dos resultados;
VI – avaliação contínua e revisão dos planos;
VII – gerência atuante;
VIII – apoio do staff.
É correto o que se afirma em:
II, IV, V, VI, VII, VIII
I, II, III, IV, V, VII, VIII
II, III, IV, V, VI, VII, VIII
I, III, IV, V, VI, VII, VIII
I, II, III, V, VI, VII, VIII
Dando continuidade à Teoria Neoclássica, mais especificamente as vantagens e desvantagens da centralização e descentralização, são vantagens e desvantagens de cada uma das estratégias:
I – Vantagens da centralização: as decisões são mais alinhadas com os objetivos e metas organizacionais;
II – Desvantagens da centralização: a comunicação flui até bem de cima pra baixo, mas de baixo pra cima não flui;
III – Vantagens da descentralização: existe maior falta de uniformidade de decisões, pois as decisões que antes eram centralizadas, e tinham uma linha de comando só, agora são descentralizadas e diversos administradores tomam decisões de maneiras diferentes, a seus modos;
IV – Desvantagens da descentralização: melhora a motivação e a eficiência dos envolvidos, pelo princípio da responsabilidade e autoridade agindo na mesma pessoa.
Com base no exposto acima, é correto o que se afirma em:
I, III, IV, V, VI, VII, VIII
II, IV, V, VI, VII, VIII, IX
I, III, IV, V, VII, VIII, IX, X
II, III, IV, V, VI, VIII
I, II, III, IV, V, VI, VII
Assinale a alternativa a seguir que traz corretamente a sequência de atuação da Administração por Objetivos (APO):
(1) o subordinado trabalha para cumprir metas e objetivos – (2) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (3) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (4) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota.
(1) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (2) o subordinado trabalha para cumprir metas e objetivos – (3) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (4) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota.
(1) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (2) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (3) o subordinado trabalha para cumprir metas e objetivos – (4) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota.
(1) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota – (2) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (3) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (4) o subordinado trabalha para cumprir metas e objetivos.
(1) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (2) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (3) o subordinado trabalha para cumprir metas e objetivos – (4) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota.
A modelagem de processos de negócio é um conjunto de atividades necessárias para a criação de processos existentes (Capote, 2015).
Existem diversos padrões de notação para representação de processos disponíveis no mercado, tais como EPC, Fluxograma UML, entre outras.
Atualmente, a mais completa e utilizada é a Business Process Modeling and Notation. Dentro do BPMN, existem categorias e elementos que estão organizados em: elementos do objeto de fluxo, artefatos, objetos de conexão e Swimlanes.
Neste contexto, marque a alternativa que representa a categoria visual Rais (Lane) das Swimlanes.
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)
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RjdMpcYJ95mO0xo8xtf7JET5p5LHGEXzWlD0vO2+cm3mJ3BxTFxahhXJFhEcYpJ6X7jZK0Hl1Rvs1oLKFYgYquWIGKrliBiq5YgYquWIGKrliBiq5YgYquWIGKrliBiq5YAPA/mW/uTUx1EJIAAAAASUVORK5CYII=)
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A modelagem de processos de negócio é um conjunto de atividades necessárias para a criação de processos existentes (Capote, 2015).
Existem diversos padrões de notação para representação de processos disponíveis no mercado, tais como EPC, Fluxograma UML, entre outras.
Atualmente, a mais completa e utilizada é a Business Process Modeling and Notation. Dentro do BPMN, existem categorias e elementos que estão organizados em: elementos do objeto de fluxo, artefatos, objetos de conexão e Swimlanes.
Neste contexto, marque a alternativa que represeta ARTEFATOS.
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)
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)
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)
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)
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)
O BPM CBOK é organizado em nove áreas de conhecimento. Essas áreas são segmentadas em uma perspectiva mais ampla orientada à organização e uma perspectiva de processos. As áreas de conhecimento de BPM refletem as capacidades que devem ser consideradas por uma organização na implementação do Gerenciamento de Processos de Negócio.
Marque a alternativa que contém a área relativa a capacidade de gerenciar processos ponta a ponta.
Desenho de Processos
Gerenciamento de Processos Corporativos
Tecnologias de Gerenciamento de Processos
Gerenciamento de Desempenho
Análise de Processos
A descrição e desenho desses processos são realizados com uma linguagem específica (BPMN) que podem ser automatizadas por ferramentas próprias (BPMS). Então, de forma mais detalhada, temos:
I - BPMN - Business Process Model and Notation (Modelo e Notação de Processos de Negócio): é um tipo de notação. Por consenso, os profissionais mais técnicos utilizam BPMN;
E
II - BPMS – Business Process Management Suites/System (Sistemas Gerenciamento de Processos de Negócio) – é quando um diagrama vai para a fase de automação, ou seja, se torna um software.
Marque a alternativa correta:
As asserções I e II são verdadeiras mas a II não complementa a I.
A asserção I é uma proposição verdadeira e a II uma proposição falsa.
A asserção I é uma proposição falsa e a II uma proposição verdadeira.
As asserções I e II são verdadeiras e a II complementa a I.
As asserções I e II são proposições falsas.
Ainda sobre a Administração por Objetivos (APO), ou Administração por Resultados, ela tem as seguintes características principais:
I – criação dos objetivos e metas em conjunto entre subordinado e gerente;
II – criação de objetivos diferentes para cada departamento e/ou cargo;
III – promover a interligação entre os diversos objetivos departamentais;
IV – criar o trabalho humanizado;
V – foco nas métricas e controle dos resultados;
VI – avaliação contínua e revisão dos planos;
VII – gerência atuante;
VIII – apoio do staff.
É correto o que se afirma em:
II, IV, V, VI, VII, VIII
I, II, III, IV, V, VII, VIII
II, III, IV, V, VI, VII, VIII
I, III, IV, V, VI, VII, VIII
I, II, III, V, VI, VII, VIII
Dando continuidade à Teoria Neoclássica, mais especificamente as vantagens e desvantagens da centralização e descentralização, são vantagens e desvantagens de cada uma das estratégias:
I – Vantagens da centralização: as decisões são mais alinhadas com os objetivos e metas organizacionais;
II – Desvantagens da centralização: a comunicação flui até bem de cima pra baixo, mas de baixo pra cima não flui;
III – Vantagens da descentralização: existe maior falta de uniformidade de decisões, pois as decisões que antes eram centralizadas, e tinham uma linha de comando só, agora são descentralizadas e diversos administradores tomam decisões de maneiras diferentes, a seus modos;
IV – Desvantagens da descentralização: melhora a motivação e a eficiência dos envolvidos, pelo princípio da responsabilidade e autoridade agindo na mesma pessoa.
Com base no exposto acima, é correto o que se afirma em:
(1) o subordinado trabalha para cumprir metas e objetivos – (2) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (3) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (4) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota.
(1) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (2) o subordinado trabalha para cumprir metas e objetivos – (3) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (4) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota.
(1) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (2) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (3) o subordinado trabalha para cumprir metas e objetivos – (4) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota.
(1) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota – (2) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (3) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (4) o subordinado trabalha para cumprir metas e objetivos.
(1) o gerente se compromete a fornecer o subsídio que o subordinado precisa para cumprir os objetivos – (2) gerência e subordinados definem em conjunto os objetivos de desempenho do subordinado – (3) o subordinado trabalha para cumprir metas e objetivos – (4) habitualmente subordinado e gerente se reúnem para nivelarem as métricas de desempenho e corrigirem distorções de rota.
A modelagem de processos de negócio é um conjunto de atividades necessárias para a criação de processos existentes (Capote, 2015).
Existem diversos padrões de notação para representação de processos disponíveis no mercado, tais como EPC, Fluxograma UML, entre outras.
Atualmente, a mais completa e utilizada é a Business Process Modeling and Notation. Dentro do BPMN, existem categorias e elementos que estão organizados em: elementos do objeto de fluxo, artefatos, objetos de conexão e Swimlanes.
Neste contexto, marque a alternativa que representa a categoria visual Rais (Lane) das Swimlanes.
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u2bPnSd7zZ12/xnW/13wUAAACAwOMCTkXHWL9+vXr06K572rTWP/7RVM2bN1eLFs19x//Q3Xe30OTJL9n7AAAAABB4gl5g2NmzZ4+efrq/MjLS9cSTTyoqKkpP939aY0Y/7ws9LdS4UWMNGDDA3gsAAACAwBP0nLBjgs/mzZt14sQJDR8+Uh073q+YmBjdWqeO7m7Z0u7Y9t333+nHH3fa+wEAAAAQeFzBqfIcOXJE0dHRKlmypB0vW6asdu3aZa/nz59fVatWtS8gdUISAAAAEOoIPC4QHp71NRUrVkyRkZHKyMiw5+X/Xl4rV66wVZ+TJ0/q0MFD2r17l70GAAAAgMAT9Ey1xlRwjGuvvdb2P/zwgx1r3LixL/Cs1KBBAzVs2DAtWbpEtWrWsvcAAAAAIPC4SokSJTRw4CBdddVVNgjVqFFTvXr10rp167RgwXzdfffdatmqlf9uAAAAAASeIOdUdxzVq1e3wccwU93uuaet4uPf1KJFizV06HMqVKjQrz4DAAAAhCoCj8uYMJOZmWnb0aNH7Xoes2FB0aJFdcx3fvDgQf+dAAAAAMJ8D9C/Ww44ffq0/+ishIQETZky2de/7x9BTsnJyercuZOv3+gf+WPM39tMWTt06JCSPvlE6b5Qc+BAilJSUuwGBb/88ou958CBA/b+Xw7/orSjaTb8VKpUSTNmvPyndmpLTExUXFysr1/uHwEAAAAunKSkJE2YMF4zZ86yr1rJTVR4gtgnvrDT+9FeGjN6tOLj47Vs2TI79vPPe7R3715FRETafyClryitmjVrqUGDBmrY8E62pQYAAAD8CDxBxhTcnMBSuHBhXXppCZ04eUI33FBFjz76qCZOnKhp06bZKs6UKVM0btx4vfjiWI0cOVLDh49Q69atWcMDAAAA+BF4gowJK06rUaOGXnnlVT322GPavXu3XnjheT311FOaNGmStm7dYtfx5MmTR3nz5rUhyfkcAAAAgCwEniBjgovZfc00E2TKly+vzp276M0339TkyVN12223afnyRLVv3943fr8mjB+vrVu22DU9JuwwnQ0AAAA4i8ATZH4rsERFRalq1ap66ql+djOBt956S9Wr19CaT9aozT1t1KpVS02fPl3bt2/3fwIAAAAAgSfIOVPUAvuIiAjdeONNNvwMGzZcvXv31r59+zRmzGi72wXT2gAAAIAsBJ4gZ6a2maqPs0YnPT1dP/zwg9555x316NFdvXr11CuvvKLo6Gh169ZdXbp0YVobAAAA4EfgCXIm5Jw8edK+c8dMY3viib5q376dnn66v93IoGnTf2jy5ClatGiR+vXrpypVqvo/CQAAAIDAE4ScKWmHDx/Wu+++q759++jWW2/RwIHP6uDBg2rVqpUWLHjLvvT1ySeftLu5FShQkMoOAAAAkAOBJ4iYoOOEHdOvXbtW/fo9pX/+859q1qyZ4uJG23U7rVq1VpEihZWSkqLDhw4pNTXV7tJmGgAAAICzCDxBzOzMdskllygqMkqffvqpnn9+jHr16qFOne5Xhw4ddO+97dWufTvdc08btW7dSu3atdPs2bP9nwYAAABA4AkyToXHqFmzpt54Y44mT57sCzsvaNSoUerX72n17NlLbe9pq4YN71S1atV0/fWVlS9fPt9nT2vz5s3+TwMAAAAI8z1g/+4exuebKpWQkKApUybbdSQ4v+TkZHXu3MnXb/SP/HuB09mc9ThOn/Nrcu4xLfB+812Znd3+jMTERMXFxdr3/QAAAAAXWlJSkn2dysyZsxQTE+MfzR1UeIKIE2ACmyPwPOe1QH827AAAAABewtNxEPqtMGOcL/T8u/sBAACAUEbgAQAAAOBZBB4AAAAAnkXgAQAAAOBZBB4AAAAAnkXgAQAAAOBZBB4AAAAAnkXgAQAAAOBZBB4AAAAAnkXgAQAAAOBZBB4AAAAAnkXgAQAAAOBZngs8Z86cyW7OOQAAAIDQ5MrAExhqnBY4Huh8YwAAAABCg2sDT07OWFhYmO2N06dPn3MOAAAAILS4MvCcL8SYsZzj4eFZ//MIPQAAAEBocv0anszMTFvJMUx/4kSmNm7cqKVLl2rHjh1MaQMAAABCmOsDz2uzZ+vxxx9T8oYNtqITHx+vRx55WL1791LHjh20fv0//XcCAAAACDWuDTxO1Wb58kStXr1aGcePKyUlRdOmTdO+fftspefHH3/U1KlTdfTo0ewqEAAAAIDQ4drA46zZ2fHDj4qOjtbFF1+sj33B58CBAypcuLA6drxfxYsX16ZNm3xjKazjAQAAAEKQq6e0mSrPRRcV1ZEjR7Rs2VLNemWWXdNTp05dPf30AFWoUMFWe44dS/d/AgAAAEAocX3guf32232B5pjGjRunL7/crDx58qhJkyYyBZ2MjAzlzZtXERER/k8AAAAACCWuX8PTtm07VatWTadOnVJkZJQaN26i2jffrAMHDmrr1q268sor7RQ3dmoDAAAAQo8rA4+zfse00qVL66WXJis2Nk5jxozRqFGjFFOokGJiYjR48BB17NhRRYoUyX4nDwAAAIDQ4coUkLNac8kll6h169Zq0eJu5c+f346ZkNOmTRtbAYqMjKTCAwAAAIQgVwceU+Ex200nJyfrmWcGqF692227/fbbbDPHDRrcoe+//97eDwAAACC0uHZKm2GCz8aNG/XYY49q7ty5Ntg47bvvvrNtx44dduc2AAAAAKHH9Qtb5s2bZ18wajKQE4TMFDZnzU69evVUqFAhewwAAAAgtLg68JiA8+mnn9p1O0OGPGfH6tatqw0bkhUfH6+iRYvq6quvsWt8AAAAAIQe11d4MjMzbAWnatWquuyyy5SSkmLfy1O58g2qWLGiliz5wL58FAAAAEDoce0aHmf6WkxM1nQ183LRa6+9Vt9++43eeed/9dlnn9m1PLt27VJqaqq9BwAAAEBocWXgMZsVOM1Udo4eParDhw+pZs2aOnHipOLi4tS5cyft3r3Lbk+dL18+/ycBAAAAhBLXTmkz21GbwHPHHQ100003KSwsXG3a3KMqVaooPNxUgMxdYWrZsqVKlixp7wUAAAAQWlw7pc3swmZ6s0nB1KnTVKtWLVvNmTZtugYPHqJWrVorNjZWffs+obx582ZPgQMAAAAQOlw7pc3pzRbUTqAxrXjx4urUqbNeeOFFtW3bTtHR0fZeAAAAAKEnzBcafneul5k+llNCQoKmTJns69/3j+Qe8yuaMLN69Wq9/fZb/tGw7OBjijdmSpvvTntuhs1YVh+mp556SqVKlbLHf6Xk5GS7lig5eaN/xB0SExMVFxfr65f7RwAAAIALJykpSRMmjNfMmbMUExPjH80drqnwmHDz3Xff6d1339XChQt9/Tu+/l299967dszszGb6rPZOQP+Ojhw58peHHQAAAAD/fa4KPGfOZFWazLHZmMCs43GqOM64Yc7NsVnTU6NGDRUoUCD7GgAAAIDQEfSBxwkqJtzcdVczLVq0WIsXL9Z77y32HS/SiBEjbBnMvIMnPj7eXp8zJ15169ZRRkaG7r33PjudDQAAAEDoCfrA41RrjGLFiqlixYqqUKFidr9+/XodP35cPXr0VO3at9jxm2++WQMGPGsDz7x5c5WWlsaUNgAAACAEuWJKm6nuGCa0mGPn3Pjiiy/seOC0NdM7u7Nt2rRRKSkp9hgAAABAaHFF4MnJeemoUbBgQR0/nqFZs2Zqx44ddnzfvn2aMWO6LxiF+e49G4IAAAAAhBZXBh5T0XGmqN3Z8E5b8fn000/Vrl1bNWzYQC1bttT8+fNt2Lnhhhvsu3kAAAAAhB5XBp5A97Rtq5tvrm1fQLp3715988032r17l06cOKGiRYuoV6/eKlSoEBUeAAAAIAS5OvCYKk/JkiU1YcJE9e37hK6//npFRESoxKUl1KxZM82e/bpq1qx5TkXor5IVsM5OpyNwAQAAAGcFPh+bJSu5xdWBx/yRTJC56KKL1L17dy1c+J6+/Xa7Plu3zoagypUr/+VB51xmkwV37Q4X+A+PkAYAAIALxTxbBq7FDwvLiiLOM73pc+P5M8z3Q3/3p54vcSUkJGjKlMm+/n3/yF/H+ZWd/uTJk/rxxx+1c+dOnTp10o5lyQob1atXt5sbBO7ultvM75acnKw2bVrrtttuNyO+Ftzhx7zY1fxjM7vamamBtWrV8o26K7ABAAAgWJ2NHQcPHFB6RoZ9f2bRokXtmHl+zo3ndVcGnsDf5+DBg5o0caISlydqz88/6+SpU9lVHeeP9v77H+i66677S6s95r+9ceNGG3gaNmzoO/f9sV2SHcwud1u3btXtt99u/3cAAAAAF4LzfL5/334dST2i+Pg3VaRIEXstt57VXV3hMaZNm6YxY0af93d0SmNLliz9LwWeZHXu3Fnr12+w/+2/8r//nzJ/xxUrViguLk4ffvihK35nAAAABL/AZ/i1a9dqwvjxennmTMXExNix3HrudPUaHuPtt9+yD+lRUZFq0aKFunbtqm7dutnmHJs1Pn/1g3vWfy/rv2lSrFuCw9kyYtZcSgAAAOBCMM+WTssaOM9YLnBl4An8g5iwY05btmyl559/QQMGPKOnnx5wTrvkkkv8dwMAAAAIJa4MPKYc5rRbbrnFF3jC7WKnqKgo/x0AAAAA4OIpbU7pq1WrVipVqpSWLFliF9r/8ssvSk094mup2e3UqVP+TwEAAAAIJa6e0mYqPO+//77y58+vHTt2qEmTxqpc+XpVqlTJ1ypmN7PFMgAAAIDQ48rA4+zIZoLPwoULfYFmmz3PyakCOdPfAAAAAIQW11d4KlW6XlWq3Kgbb8xqVauavqqvr+obr2L76OhoAg8AAAAQgly7hscJMNOnT9f//u//av78BXr99f/Ra6+9pjffnOcbe8e2t956W6VLl84OSQAAAABCh2srPIFt//79mjBhvLp06ay7725h1/UcP35cX3/9ldavX091BwAAAAhRrgw8gQHGbFbwwANd9NJLL2ndunX69ttvdfDgAe3Zs0fNmzfX8OHDdPjwYf/dAAAAAEKJq6e0mepOfHy8tmzZoosvvlh/+9tl2deKFCliXzj6008/6ejRo3YcAAAAQGhxbeAxYcfs1rZq1SrFxMRo6NDndM89bZ2rCg8PV968ebVv3z4dO3bMPw4AAAAglLh+Spt5yWiBAgV03XXX2hBkmP7kyZM6cOCAIiMj7TnreAAAAIDQ49pNC5wpbZUrV1ZKSooSE5fr1KlT9np6+jHFx8/RoUOHVLZsGTu9zQlDAAAAAEJH0AceE2zM1DXTzLFTqXFCT9OmTRUREaHx48dp9uzZdnzmzJmaPPkle1yjRk1ddNFF9jMAAAAAQkvQBx4TWpxmBIYe4447Gqhz5y72etZubGdsn5mZqcqVb1CPHj0VFRV1zmcAAAAAhAbXTWkzwcWEG6ePjo5Wnz59NHnyFLVq1cqGHBOCnnjiSb3yyisqUaKE/5MAAAAAQo0rAo9T3TF69OiuMWNG23fumN3XzDWzG1vdunX14otjtXDhe3ZKW7du3VWsWLHszwb+DAAAAAChwRWBJ3A62tdff62pU6fqoYce0F13/UOjRo3Q6tWrdeBAir1u7jXrfcy21M45AAAAgNAU9IHHBBanGYUKFbJ9WtpRfffdd5ox42V169ZV999/vy/8jLSVn0MHD9od20zwMQg9AAAAQGgK+sDjTEUzFRsTXEaNitXAgYN022232fU7kZERdmrb1q1b9PLLL6tjhw7q3LmzYmNHacOGDcrIyLCfY0obAAAAEHpcUeExYcXpK1asqIceekivvjpbH3+8RlOmTFXHjverQoWK9p7ME5natHmTDT+tWrVU06ZNtHv3bv9PAwAAABBKXLGG57eYTQkaNGioIUOGaO7ceVq5cpXduKB+/foqWLCg744zdtpbWlpa1gcAAAAAhBRXTGkzlRvTAjnnZq2Oee/O9u3b9fHHH+vDD5dp586dOnnypL3uyPl5AAAAAN7nigqPWb/jBB+zEYFZl7N3714tWbJEgwYN1EMPPah7722vIUMG64MPPtC2bdt04kSmoqPz6+qrr1bBggX8PwkAAABAKHHNlDYTdkzoefXVV/Xwww/rjjvq293Z4uPjlZy8wW5cYO7Jlzevateurccf76sFC97S0qXLdPnlpf0/BQAAAEAocUXgMVUdE3aMOXPe0Mcff5S9LseMlyhRUvXq1dOYMWOUmLhcr7zyqnr27KkKFSpkfw4AAABA6An6wBO49sY5zpMnr8qUKaO77rpLEyZMUHz8m3rppcm65562urx0aeXLl08RERE27AQ2AAAAAKHFdVPaWrdurbFjx+n11/9Hkya9pGbNmuuqq65S/vz5zxtqCDoAAABA6HJN4DFM6OnRo6eaNGmiyy+/3D96bhUIAAAAAByuCDzOlDSnWmP6wJBDFQcAAADA+biqwhOIkAMAAADg9wR94HEqOzlbzmsAAAAAkJNrKzwAAAAA8HsIPAAAAAA8i8ADAAAAwLMIPAAAAAA8i8ADAAAAwLMIPAAAAAA8i8ADAAAAwLMIPAAAAAA8i8ADAAAAwLMIPAAAAAA8i8ADAAAAwLMIPAAAAAA8i8ATZE6fPq0zZ87Y/o9y7jc9AAAAgLMIPEEmLCzM9uHh4X84wDifMQg9AAAAwFkEniASGFb+PxUecy+hBwAAAPg1Ak+QMWHFNBNg7r23ne68s+HvtsaNG6lJk0Zq1OhODR06xP+TAAAAABB4gogJOU4zUlPTdOTIkT/cUlNTlZ6ebj8LAAAAgMATdAJDz+LFCVq79lMlJa3Nbs554Lg5/uSTtb6WpLi40dmBCQAAAAh1BJ4gl3M9jjPdLecaH2cqnPH/Wf8DAAAAeBmBx2VMqNm7d68+/3ydVq1apY8+WqWVK1fa49WrP9K6dZ9R4QEAAAD8CDwuYYKOqdysWLFcDzzQRV27drV99+7dfa2bunTprN69e2vBggX+TwAAAAAg8AQ5p1pj+p9++kmxsbEqXLiwnntumCIjIzVo0GC99NJkdejQQXXq1FHfvk/Y+wEAAAAQeFzDVHi2bNliqzwm7DRv3twGnypVqqh+/foaMmSofvzxR23duiV7LQ8AAAAQ6gg8LmEqPGbb6bx586hYsYts8ClTpox27Nhhr5tqT9WqVbV69WqFh/O1AgAAAAZPxi5y6aWXKioqj44ePWYD0PXXX6/ExA+Vnn5MmZmZdspbSkoKFR4AAADAj8ATZExYyRlYnHU85cqVs9UbM3XNaNCgoT777DM9/vjj6tu3j92prXbtW7LvBwAAAEIdgcdFTIVn1KhYXXvttTbUVK9eXf369dfOnTvt1tT3d7xfd999t/9uAAAAAASeIONUd5xKT2Az/v73v6tYsWLZ502bNtX8+Qv08cdr9PSAAcqfP78dBwAAAEDgCSpOiHGYdTnffvutDh06ZM9Nv3HjxoCWrM2bN2v79u22ymN2aPv+++9/9XMAAACAUEXgCTLO+hsTWr744gu1a9dWL788w46Zl462aNFczZs3s80ct2hx9thsVT1q1Eh7LwAAAAACT1AxYSdww4GLL75YN954o666qozdrKBChQp6/PE+6tu3r22PP57V+vQxrY/tmzVr7v80AAAAgLAzf2D+k3nnS04JCQmaMmWyr3/fP4KckpOT1blzJ1+/0T/y7+X8Ksz5iRMnbNiJioo657pz/Fs7sv3W+B+RmJiouLhYX7/cPwIAAABcOElJSZowYbxmzpylmJgY/2juoMITxExoMUHHvFTUOHnypA4cOGD7nNUgw1xLT0//U2EHAAAA8BICTxAxQSWwcmOOA8PL999/pyGDB2e/hyeQuTcuNlarVq08pxIEAAAAhDICT5BxAo4TdpxmmB3bvt/x3W9uPR0RGaGkT5LOCUkAAABAKCPwBJnAgGOY4ONUbI4dO6ZTp07baW45mc/ky5dPP+/52T8CAAAAgMATpJzg4zQTei6/vLTdxCDnlDZzzazr+frrr333XO4fBQAAAEDgCXImzJhd8kxfrlw5O51t+vRp2rt3rw05ZjwtLU0LFszXhg0bVPvm2nYMAAAAAIHHFUyFxyhcuLB69uylNWvWqEOH+/TMM89oyJDB6t69mwYNGqjatWurZq1a9l4AAAAABJ6g50xnM+/iMceNGjXSnDfm6IorrtDSpUv05pvx2r9/v7p0eUATJ05SwYIFswMSAAAAEOoIPEHOmZ5mprUtXbpUzZvfpcioKE2a9JI++GCJli9f6Qs9c9WvX38VKFDA3gsAAAAgC4EnyJnA41RsSpQoYas5mzdvVnR0tEqVKmU3Kbjooovsy0md+1jDAwAAAGQh8AQ5J8SYvmLFirrvvo6aOzdeCQkJdrOC48ePZ7fMzEy7ixsAAACALAQelzCBZ926dfryy83KyDiuXr16qlKlCipf/jpde20525crd43dwAAAAABAFgKPS5yd2hamMmXKqFGjxr7WxPaNG2f1TZo00Y033pj1AQAAAAAK8z1I/+6CD7NgPiczpWrKlMm+/n3/CHJKTk5W586dfP1G/8j/n/l6zoadX3Ou5bznt+7/IxITExUXF+vrl/tHAAAAgAsnKSlJEyaM18yZsxQTE+MfzR1UeIJcYB51QowZM2t10tPTs68HXgMAAACQhcAT5HJWakzImTdvnh566EG1aNFcO3fu9F+R1q5N0uHDh/1nAAAAAAg8LuCEHlPVGTv2Rdvy58+vb775JntXNlPZGTdunJYuWWLPAQAAABB4XMGZprZjx/das2aNBg8eookTJ9l37zhMKLr66qu1afMmprUBAAAAfgQeFzBhxoSYbdu+UYH8+VWvXj1FRUUpPDz8nHCTL18++2LSnNPgAAAAgFBF4AlyJtCYAGNaHl/IicqTJ7uyc+bM6exr5r69e/eqSJEi9hoAAAAAAk/QM2HG2Rb86muu0dGjx+x214Yp7pigY65v2rRJK1as0K233mqvAQAAACDwBD2ngmNcfvnlqlbtJj377DOaO3euDTv//Oc/NW3aVPXo0V2VKlVSrVo323sBAAAAEHiCnrNGx/QRERHq1au3GjduohdffEF58+bVsGHPaebMmapQoYKef/4FFS9e3N4PAAAAgMAT9JzqjrNOx6zR6dOnjxYufE/Tp8/Q9GnTNX/+Ak2bNk2lS5fOvh8AAAAAgSfoORUeI3B6W6lSpVS7dm3dWqeOypYtq/DwCDsOAAAA4CwCj0s4wWfPnj16ecYMdehwn+rVu123336bv92u+vXr2fU9AAAAALIQeFwkLS1Nw54bqrHjxmrHjh3+UYfZvtp/FFAVAgAAAEIZgccFnG2pzY5sn61bp549e2rRosVavnyFVqxYqVWrPtLKlat85ys1YsRI+0JSAAAAAAQeVzABxqzdSU1N1aWXXqp27dqraNGi9pqzmYGDTQsAAACAswg8LmACjQky5cqVU768ebV//z7/laxrTgMAAABwLgKPCzhVnDJlyqjhnXdq9OjRWrNmjbZt+5f+9a+s9vXXX+urr77Srl27/J8CAAAAQOBxAad6Y148Wr58eX3tCzYdO96nRo0a+dqdtjVp0ti2IUOGUO0BAAAA/Ag8LmAqPGbjgt27d2vQoEHKkzevL/Dcr+7de6hHjx7q2TOrN61p06as4wEAAAD8CDxBzgkvpk9O3uALPqc0YcJEDRkyVE899ZT69evv6/vrySef8vX91LJlSyo8AAAAgB+BxyVM4ImOjlbx4herdOnL7fS2wEoOVR0AAADg1wg8Qc55B49x/fWVVahQIX322TqdOnXKPwoAAADgtxB4gpxTuTHT1CIjI9WoUWONGDFczzwzQOPGjbVt7NgXfc30Y/Xuu+/a+wEAAAAQeIJe4FS1jz5apWHDntOePXs0f/58TZgwQRMnTrRt0iTTT9DixYv8dwMAAAAg8AQ5ZwMCE3zq1r1Nb731thYtWuwLNqYl2OOEhPf9fYLdxY1NCwAAAIAsBB6XMCGmaNGiqlSpkipWrKgKFSraPrCZsSuuuJINDAAAAAA/Ao9LmBBjQo9pZsOCjRuT9fLLMzRu3DgtX75caWlp/jvPVoUAAACAUEfgcRETenbt2mlfMNqmTWuNGjVKEyeO18MPP6TmzZtpy5YvCTsAAABAAAKPC5itqU2QycjI0Lix47Rp0yZf6Ompd99dqA8+WKK4uDjly5dP/fr10969e5nSBgAAAPgReFwgPDzchpjt27friy++UN++ffXoo4+pcuXKKl/+72rduo0mTZqklJQUJSUlEXgAAAAAPwJPkHPCi6nwfP/9d8pfIL/q1q1jQ5Azblx1VRnVq1dPa9Z8zLQ2AAAAwI/AE+Sc8GKCT56oPIqIiPCNnQ1CBhUdAAAA4PwIPC5StmxZpaen6+OPP7Y7tTmc6s+KFStUvXoN/ygAAAAAAo8LmEBjWukrrlCtWrU0btxYjR8/TuvXr9dXX32lt956S7179VZMTIxuveWW7KoQAAAAEOoIPEHKCTkOM20tKipKjz/+uG688UZNmTJFrVu3UpMmjfT00/2Umpaq2Ng4lbrsMqa4AQAAAH4EniBkgo4JLU4LVLz4xRo7dpwWLnxPAwYMUK9ej2ratBl6//0PVK1aNcIOAAAAEIDAE2Scqo7pT5w4oa1btyg1NfWc8cjISP3973/Xww8/YreobtCggX0Pz5Yt594LAAAAhDoCTxDJGVR27typ/v3769O1a/0jZzmVHKc/efKkunfvpo9Xr7bnAAAAAAg8Qe3HH3/Q4cOHdVnAuhznJaQ5mQrP5Zdfrs1ffpn9jh4AAAAg1PFkHMTM9LTTp08rf4ECNuQEBh3nPHC8aNGi+uabbUxpAwAAAPwIPEEsT568NsycOJFpz02QMQEoJyfgZGZmKjIyyh4DAAAAIPAElcBqjWGmqJnpaeZdO06oCbwe6Pjx43bTgnLXXPOb9wAAAAChhsATREyoCZyOVrp0aZUqVUrx8W/q2LFj51wLZMY/+OAD7dmzR9VrVPePAgAAACDwBJHAyow5LlCggB55pKvdmnrQoIFKS0uz15xgZJrZnW3pkiUaOXKEatasqRtuqGLvAQAAAEDgCTom6DjBx/R16tRRv379tWzZMjVs2ECDBw/SG2+8ofnz5+ullybp/o4d9ehjjyomJkajRo1SwYIF7WcBAAAAEHiCXkREhNq3b6/Jk6eoXLlyWrVqlUaOGKH+/ftp5syZ2rd/n9q2bWuPr7jiSvuZ35r6BgAAAIQaAo8LREZG2krP9Okz9Nprr2vmrFmaMeNlX8iZZc+HDn1OZcqUzZ7mBgAAACALgSfIBQYY83LRq666SrVr11aDBg1000032ZeSmiqQuS9wKhwAAAAAAk/QC1zTYzjn5xtzjgEAAABkIfAEucAgkzPMBJ4713PeAwAAAIQyAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAzyLwAAAAAPAsAg8AAAAAz/qPAs+ZM2dsCwsLsz1+m+9P5Dpu/J0BAAAQ/Jwc4fs//pGsMafPjWzxJyo8BJ0/Ihe+s1zj/CNzfufc+AcHAACA0HTOs6X5/7D7T50iSm49e4b5fvDv/uTTp0/7j7KYjyQkLFZcXJz69+/vO7ejvkZpINAPP+zQ1KlTfX+n0f4Rd/jyy81auHChnn12oH8EAAAA+PNszvHFhm3btunzz9fp5ZdnKiYmxn81K/xcaP9R4DHWrPlYY8aMscfmJzANylv4TgEAAHBhmYfLs9GjUsVKeubZZxUdHX1O0LnQoec/DjyBHzPH5hfLjUSG/w7n++U7BQAAwIVwvufL80WRoAk8AAAAABDs2JYaAAAAgGcReAAAAAB4FoEHAAAAgGcReAAAAAB4FoEHAAAAgGcReAAAAAB4lPR/qKjthFQKjvYAAAAASUVORK5CYII=)
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RjdMpcYJ95mO0xo8xtf7JET5p5LHGEXzWlD0vO2+cm3mJ3BxTFxahhXJFhEcYpJ6X7jZK0Hl1Rvs1oLKFYgYquWIGKrliBiq5YgYquWIGKrliBiq5YgYquWIGKrliBiq5YAPA/mW/uTUx1EJIAAAAASUVORK5CYII=)
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A modelagem de processos de negócio é um conjunto de atividades necessárias para a criação de processos existentes (Capote, 2015).
Existem diversos padrões de notação para representação de processos disponíveis no mercado, tais como EPC, Fluxograma UML, entre outras.
Atualmente, a mais completa e utilizada é a Business Process Modeling and Notation. Dentro do BPMN, existem categorias e elementos que estão organizados em: elementos do objeto de fluxo, artefatos, objetos de conexão e Swimlanes.
Neste contexto, marque a alternativa que represeta ARTEFATOS.
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)
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)
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)
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)
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)
O BPM CBOK é organizado em nove áreas de conhecimento. Essas áreas são segmentadas em uma perspectiva mais ampla orientada à organização e uma perspectiva de processos. As áreas de conhecimento de BPM refletem as capacidades que devem ser consideradas por uma organização na implementação do Gerenciamento de Processos de Negócio.
Marque a alternativa que contém a área relativa a capacidade de gerenciar processos ponta a ponta.
Desenho de Processos
Gerenciamento de Processos Corporativos
Tecnologias de Gerenciamento de Processos
Gerenciamento de Desempenho
Análise de Processos
A descrição e desenho desses processos são realizados com uma linguagem específica (BPMN) que podem ser automatizadas por ferramentas próprias (BPMS). Então, de forma mais detalhada, temos:
I - BPMN - Business Process Model and Notation (Modelo e Notação de Processos de Negócio): é um tipo de notação. Por consenso, os profissionais mais técnicos utilizam BPMN;
E
II - BPMS – Business Process Management Suites/System (Sistemas Gerenciamento de Processos de Negócio) – é quando um diagrama vai para a fase de automação, ou seja, se torna um software.
Marque a alternativa correta:
As asserções I e II são verdadeiras mas a II não complementa a I.
A asserção I é uma proposição verdadeira e a II uma proposição falsa.
A asserção I é uma proposição falsa e a II uma proposição verdadeira.
As asserções I e II são verdadeiras e a II complementa a I.
As asserções I e II são proposições falsas.
Ainda sobre a Administração por Objetivos (APO), ou Administração por Resultados, ela tem as seguintes características principais:
I – criação dos objetivos e metas em conjunto entre subordinado e gerente;
II – criação de objetivos diferentes para cada departamento e/ou cargo;
III – promover a interligação entre os diversos objetivos departamentais;
IV – criar o trabalho humanizado;
V – foco nas métricas e controle dos resultados;
VI – avaliação contínua e revisão dos planos;
VII – gerência atuante;
VIII – apoio do staff.
É correto o que se afirma em:
II, IV, V, VI, VII, VIII
I, II, III, IV, V, VII, VIII
II, III, IV, V, VI, VII, VIII
I, III, IV, V, VI, VII, VIII
I, II, III, V, VI, VII, VIII
Dando continuidade à Teoria Neoclássica, mais especificamente as vantagens e desvantagens da centralização e descentralização, são vantagens e desvantagens de cada uma das estratégias:
I – Vantagens da centralização: as decisões são mais alinhadas com os objetivos e metas organizacionais;
II – Desvantagens da centralização: a comunicação flui até bem de cima pra baixo, mas de baixo pra cima não flui;
III – Vantagens da descentralização: existe maior falta de uniformidade de decisões, pois as decisões que antes eram centralizadas, e tinham uma linha de comando só, agora são descentralizadas e diversos administradores tomam decisões de maneiras diferentes, a seus modos;
IV – Desvantagens da descentralização: melhora a motivação e a eficiência dos envolvidos, pelo princípio da responsabilidade e autoridade agindo na mesma pessoa.
Com base no exposto acima, é correto o que se afirma em:
A modelagem de processos de negócio é um conjunto de atividades necessárias para a criação de processos existentes (Capote, 2015).
Existem diversos padrões de notação para representação de processos disponíveis no mercado, tais como EPC, Fluxograma UML, entre outras.
Atualmente, a mais completa e utilizada é a Business Process Modeling and Notation. Dentro do BPMN, existem categorias e elementos que estão organizados em: elementos do objeto de fluxo, artefatos, objetos de conexão e Swimlanes.
Neste contexto, marque a alternativa que represeta ARTEFATOS.
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)
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)
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AAKq1Q4dWxY8c4/fQz4oc/nBY333xLTJ16fX5Xw169ekXX2tr8i5LffPPNePTRR5oj7OLmAPtanHvuObHg2QWldwAAAKi8woRX6+2DNTU18dnPfjbq6+tjypQpce+998WNN02Pb37z/Bg8eHB067ZrvtK1dOnSmDNnTsydOyf/uew9rHgBAACVVqiba7wzmrK57Hu9dt111+jXr18cd9yIGDlyVIwZMzb222+/5tdLJ5a4vgsAAGgLBbu5xtvXaDU2tmwr/P2LL8Zdd90ZZ5319Tj55JPiG984N77//cmxePHi/Lzs/J133jmPrvIAAACopEJtNcxG9l1ejz76aEyceFWcccbpUV8/PL+ea+7cufnNNNaufSs/r3379nHIIYfGhRdeGMcd95XSuwAAAFReoVa8shWugw8+KE4/fWzceuut8fTTT8eGjRubQysLs4h99vlUDB48JCZNuiaeeOLXMWPGjDjrrLOb5/cpvQMAAEDlFSq8sm2Ca9euzbcZZjp37hR77713DBt2dEyd+oM8tKZMmRojR46M7t2756te1dXVW1fLWg8AAIBKKVx4ZeOTn/xkjBr11bjuuqlx992z4vrrfxDHHntsvuLVqVOn0tnbElwAAEBbKUx4ZcHVpUuXmDXrnvjVrx6Lq6++Oo488sjYc88981UtN80AAAA+qgq14pVtHayrq8uP2erV9mLLqhYAAPBRU5jwah1U24ur8rVcAAAAHzWFWvEqh1V2fOcAAAD4qCpUeAEAABSR8AIAAEhMeAEAACQmvAAAABITXgAAAIkJLwAAgMSEFwAAQGLCCwAAIDHhBQAAkJjwAgAASEx4AQAAJCa8AAAAEhNeAAAAiQkvAACAxIQXAABAYsILAAAgMeEFAACQmPACAABITHgBAAAkJrwAAAASE14AAACJCS8AAIDEhBcAAEBiwgsAACAx4QUAAJCY8AIAAEhMeAEAACQmvAAAABITXgAAAIkJLwAAgMSEFwAAQGLCCwAAIDHhBQAAkJjwAgAASEx4AQAAJCa8AAAAEhNeAAAAiQkvAACAxIQXAABAYsILAAAgMeEFAACQmPACAABITHgBAAAkJrwAAAASE14AAACJCS8AAIDEhBcAAEBiwgsAACAx4QUAAJCY8AIAAEhMeAEAACQmvAAAABITXgAAAIkJLwAAgMSEFwAAQGLCCwAAIDHhBQAAkJjwAgAASEx4AQAAJCa8AAAAEhNeAAAAiQkvAACAxIQXAABAYsILAAAgMeEFAACQmPACAABITHgBAAAkJrwAAAASE14AAACJCS8AAIDEhBcAAEBiwgsAACAx4QUAAJCY8AIAAEhMeAEAACQmvAAAABITXgAAAIkJLwAAgMSEFwAAQGLCCwAAIDHhBQAAkJjwAgAASEx4AQAAJCa8AAAAEhNeAAAAiQkvAACAxIQXAABAYsILAAAgMeEFAACQmPACAABITHgBAAAkJrwAAAASE14AAACJCS8AAIDEhBcAAEBiwgsAACAx4QUAAJCY8AIAAEhMeAEAACS2Q+G1ZcuWfDQ1NeXH5pmWF9hhVVUtx/JnCQAAtK3sz/KscSrhfa14VTXXQzaaH7VMsMO0FgAAfPRUV1dXZGGkqvkf2e6/8s7yy55n0TV79oNx880/jgsuuCBqampKr/Jezjrr63HyySdH//4DWiqsvAQGAABUXGNjY/z4xzdHr1694qKLLs7nWhaZ/lYWZx/U+wqvzLx5j8fUqVNbrX6xIzZs2BAdOnT4UH5pAADAB9fQ0BD19fVx8smnbG2b7TVORcOrfNq6deti9erV+XPhteNaf8z5p+azAwCANpX9jb7LLrtEbW3tRye8AAAA/hV9GOFl3xsAAEBiwgsAACAx4QUAAJCY8AIAAEgq4v8BNXzlOfCE3hAAAAAASUVORK5CYII=)
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)
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)
O BPM CBOK é organizado em nove áreas de conhecimento. Essas áreas são segmentadas em uma perspectiva mais ampla orientada à organização e uma perspectiva de processos. As áreas de conhecimento de BPM refletem as capacidades que devem ser consideradas por uma organização na implementação do Gerenciamento de Processos de Negócio.
Marque a alternativa que contém a área relativa a capacidade de gerenciar processos ponta a ponta.
Desenho de Processos
Gerenciamento de Processos Corporativos
Tecnologias de Gerenciamento de Processos
Gerenciamento de Desempenho
Análise de Processos
A descrição e desenho desses processos são realizados com uma linguagem específica (BPMN) que podem ser automatizadas por ferramentas próprias (BPMS). Então, de forma mais detalhada, temos:
I - BPMN - Business Process Model and Notation (Modelo e Notação de Processos de Negócio): é um tipo de notação. Por consenso, os profissionais mais técnicos utilizam BPMN;
E
II - BPMS – Business Process Management Suites/System (Sistemas Gerenciamento de Processos de Negócio) – é quando um diagrama vai para a fase de automação, ou seja, se torna um software.
Marque a alternativa correta:
As asserções I e II são verdadeiras mas a II não complementa a I.
A asserção I é uma proposição verdadeira e a II uma proposição falsa.
A asserção I é uma proposição falsa e a II uma proposição verdadeira.
As asserções I e II são verdadeiras e a II complementa a I.
As asserções I e II são proposições falsas.
Ainda sobre a Administração por Objetivos (APO), ou Administração por Resultados, ela tem as seguintes características principais:
I – criação dos objetivos e metas em conjunto entre subordinado e gerente;
II – criação de objetivos diferentes para cada departamento e/ou cargo;
III – promover a interligação entre os diversos objetivos departamentais;
IV – criar o trabalho humanizado;
V – foco nas métricas e controle dos resultados;
VI – avaliação contínua e revisão dos planos;
VII – gerência atuante;
VIII – apoio do staff.
É correto o que se afirma em:
II, IV, V, VI, VII, VIII
I, II, III, IV, V, VII, VIII
II, III, IV, V, VI, VII, VIII
I, III, IV, V, VI, VII, VIII
I, II, III, V, VI, VII, VIII
Dando continuidade à Teoria Neoclássica, mais especificamente as vantagens e desvantagens da centralização e descentralização, são vantagens e desvantagens de cada uma das estratégias:
I – Vantagens da centralização: as decisões são mais alinhadas com os objetivos e metas organizacionais;
II – Desvantagens da centralização: a comunicação flui até bem de cima pra baixo, mas de baixo pra cima não flui;
III – Vantagens da descentralização: existe maior falta de uniformidade de decisões, pois as decisões que antes eram centralizadas, e tinham uma linha de comando só, agora são descentralizadas e diversos administradores tomam decisões de maneiras diferentes, a seus modos;
IV – Desvantagens da descentralização: melhora a motivação e a eficiência dos envolvidos, pelo princípio da responsabilidade e autoridade agindo na mesma pessoa.
Com base no exposto acima, é correto o que se afirma em:
O BPM CBOK é organizado em nove áreas de conhecimento. Essas áreas são segmentadas em uma perspectiva mais ampla orientada à organização e uma perspectiva de processos. As áreas de conhecimento de BPM refletem as capacidades que devem ser consideradas por uma organização na implementação do Gerenciamento de Processos de Negócio.
Marque a alternativa que contém a área relativa a capacidade de gerenciar processos ponta a ponta.
Desenho de Processos
Gerenciamento de Processos Corporativos
Tecnologias de Gerenciamento de Processos
Gerenciamento de Desempenho
Análise de Processos
A descrição e desenho desses processos são realizados com uma linguagem específica (BPMN) que podem ser automatizadas por ferramentas próprias (BPMS). Então, de forma mais detalhada, temos:
I - BPMN - Business Process Model and Notation (Modelo e Notação de Processos de Negócio): é um tipo de notação. Por consenso, os profissionais mais técnicos utilizam BPMN;
E
II - BPMS – Business Process Management Suites/System (Sistemas Gerenciamento de Processos de Negócio) – é quando um diagrama vai para a fase de automação, ou seja, se torna um software.
Marque a alternativa correta:
As asserções I e II são verdadeiras mas a II não complementa a I.
A asserção I é uma proposição verdadeira e a II uma proposição falsa.
A asserção I é uma proposição falsa e a II uma proposição verdadeira.
As asserções I e II são verdadeiras e a II complementa a I.
As asserções I e II são proposições falsas.
Ainda sobre a Administração por Objetivos (APO), ou Administração por Resultados, ela tem as seguintes características principais:
I – criação dos objetivos e metas em conjunto entre subordinado e gerente;
II – criação de objetivos diferentes para cada departamento e/ou cargo;
III – promover a interligação entre os diversos objetivos departamentais;
IV – criar o trabalho humanizado;
V – foco nas métricas e controle dos resultados;
VI – avaliação contínua e revisão dos planos;
VII – gerência atuante;
VIII – apoio do staff.
É correto o que se afirma em:
II, IV, V, VI, VII, VIII
I, II, III, IV, V, VII, VIII
II, III, IV, V, VI, VII, VIII
I, III, IV, V, VI, VII, VIII
I, II, III, V, VI, VII, VIII
Dando continuidade à Teoria Neoclássica, mais especificamente as vantagens e desvantagens da centralização e descentralização, são vantagens e desvantagens de cada uma das estratégias:
I – Vantagens da centralização: as decisões são mais alinhadas com os objetivos e metas organizacionais;
II – Desvantagens da centralização: a comunicação flui até bem de cima pra baixo, mas de baixo pra cima não flui;
III – Vantagens da descentralização: existe maior falta de uniformidade de decisões, pois as decisões que antes eram centralizadas, e tinham uma linha de comando só, agora são descentralizadas e diversos administradores tomam decisões de maneiras diferentes, a seus modos;
IV – Desvantagens da descentralização: melhora a motivação e a eficiência dos envolvidos, pelo princípio da responsabilidade e autoridade agindo na mesma pessoa.
Com base no exposto acima, é correto o que se afirma em:
Desenho de Processos
Gerenciamento de Processos Corporativos
Tecnologias de Gerenciamento de Processos
Gerenciamento de Desempenho
Análise de Processos
A descrição e desenho desses processos são realizados com uma linguagem específica (BPMN) que podem ser automatizadas por ferramentas próprias (BPMS). Então, de forma mais detalhada, temos:
I - BPMN - Business Process Model and Notation (Modelo e Notação de Processos de Negócio): é um tipo de notação. Por consenso, os profissionais mais técnicos utilizam BPMN;
E
II - BPMS – Business Process Management Suites/System (Sistemas Gerenciamento de Processos de Negócio) – é quando um diagrama vai para a fase de automação, ou seja, se torna um software.
Marque a alternativa correta:
As asserções I e II são verdadeiras mas a II não complementa a I.
A asserção I é uma proposição verdadeira e a II uma proposição falsa.
A asserção I é uma proposição falsa e a II uma proposição verdadeira.
As asserções I e II são verdadeiras e a II complementa a I.
As asserções I e II são proposições falsas.
Ainda sobre a Administração por Objetivos (APO), ou Administração por Resultados, ela tem as seguintes características principais:
I – criação dos objetivos e metas em conjunto entre subordinado e gerente;
II – criação de objetivos diferentes para cada departamento e/ou cargo;
III – promover a interligação entre os diversos objetivos departamentais;
IV – criar o trabalho humanizado;
V – foco nas métricas e controle dos resultados;
VI – avaliação contínua e revisão dos planos;
VII – gerência atuante;
VIII – apoio do staff.
É correto o que se afirma em:
II, IV, V, VI, VII, VIII
I, II, III, IV, V, VII, VIII
II, III, IV, V, VI, VII, VIII
I, III, IV, V, VI, VII, VIII
I, II, III, V, VI, VII, VIII
Dando continuidade à Teoria Neoclássica, mais especificamente as vantagens e desvantagens da centralização e descentralização, são vantagens e desvantagens de cada uma das estratégias:
I – Vantagens da centralização: as decisões são mais alinhadas com os objetivos e metas organizacionais;
II – Desvantagens da centralização: a comunicação flui até bem de cima pra baixo, mas de baixo pra cima não flui;
III – Vantagens da descentralização: existe maior falta de uniformidade de decisões, pois as decisões que antes eram centralizadas, e tinham uma linha de comando só, agora são descentralizadas e diversos administradores tomam decisões de maneiras diferentes, a seus modos;
IV – Desvantagens da descentralização: melhora a motivação e a eficiência dos envolvidos, pelo princípio da responsabilidade e autoridade agindo na mesma pessoa.
Com base no exposto acima, é correto o que se afirma em:
As asserções I e II são verdadeiras mas a II não complementa a I.
A asserção I é uma proposição verdadeira e a II uma proposição falsa.
A asserção I é uma proposição falsa e a II uma proposição verdadeira.
As asserções I e II são verdadeiras e a II complementa a I.
As asserções I e II são proposições falsas.
Ainda sobre a Administração por Objetivos (APO), ou Administração por Resultados, ela tem as seguintes características principais:
I – criação dos objetivos e metas em conjunto entre subordinado e gerente;
II – criação de objetivos diferentes para cada departamento e/ou cargo;
III – promover a interligação entre os diversos objetivos departamentais;
IV – criar o trabalho humanizado;
V – foco nas métricas e controle dos resultados;
VI – avaliação contínua e revisão dos planos;
VII – gerência atuante;
VIII – apoio do staff.
É correto o que se afirma em:
II, IV, V, VI, VII, VIII
I, II, III, IV, V, VII, VIII
II, III, IV, V, VI, VII, VIII
I, III, IV, V, VI, VII, VIII
I, II, III, V, VI, VII, VIII
Dando continuidade à Teoria Neoclássica, mais especificamente as vantagens e desvantagens da centralização e descentralização, são vantagens e desvantagens de cada uma das estratégias:
I – Vantagens da centralização: as decisões são mais alinhadas com os objetivos e metas organizacionais;
II – Desvantagens da centralização: a comunicação flui até bem de cima pra baixo, mas de baixo pra cima não flui;
III – Vantagens da descentralização: existe maior falta de uniformidade de decisões, pois as decisões que antes eram centralizadas, e tinham uma linha de comando só, agora são descentralizadas e diversos administradores tomam decisões de maneiras diferentes, a seus modos;
IV – Desvantagens da descentralização: melhora a motivação e a eficiência dos envolvidos, pelo princípio da responsabilidade e autoridade agindo na mesma pessoa.
Com base no exposto acima, é correto o que se afirma em:
II, IV, V, VI, VII, VIII
I, II, III, IV, V, VII, VIII
II, III, IV, V, VI, VII, VIII
I, III, IV, V, VI, VII, VIII
I, II, III, V, VI, VII, VIII