MARKETING
Assinale a alternativa correta. Nesse momento, o cliente avaliará o produto ou serviço que comprou, verificará se de fato a aquisição foi boa, se atendeu ou não as suas expectativas e, especialmente, se pretende vivenciar de novo aquela experiência. Essa definição corresponde a uma das etapas do processo de compra, qual seja:
Comportamento pós-compra.
Decisão de compra.
Avaliação de alternativas.
Decisão por não comprar.
Reconhecimento do problema.
Assinale a alternativa correta. No Marketing, três conceitos centrais devem ser entendidos e diferenciados: demandas, necessidades e desejos. Necessidades são os requisitos básicos do ser humano, como comida, ar, água e diversão. Essas necessidades tornam-se desejos quando direcionadas a objetivos específicos que possam satisfazê-las. Demandas são desejos por produtos específicos sustentados pela capacidade de comprá-los. Nesse contexto, é papel do profissional de Marketing:
Reconhecer as necessidades do cliente, despertando nele o desejo por certo produto/serviço.
Criar produtos/serviços que possam despertar o desejo do cliente, ainda que não haja demanda.
Desconsiderar as necessidades do cliente, criando e ofertando produtos/serviços desconectados com o mercado.
Reconhecer as necessidades do cliente e atendê-las por meio de produtos/serviços indesejados.
Criar necessidades no cliente, a fim de que ele se sinta pressionado a comprar certo produto/serviço.
Assinale a alternativa correta. A figura a seguir retrata os quatro pilares fundamentais de marketing holístico que ajudam a capturar as novas realidades de marketing:
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)
Tendo a filosofia do marketing holístico como pano de fundo, podemos identificar um conjunto específico de tarefas que compõem uma administração e uma liderança de marketing eficazes. De acordo com a figura acima e com base nas suas leituras sobre as Tarefas de Administração de Marketing, fica evidente que:
as organizações estão cada vez mais distantes tanto dos consumidores, quanto de seus colaboradores; numa tentativa de lhes dar maior autonomia.
as organizações estão se aproximando cada vez mais dos colaboradores por meio do Marketing interno. Dessa forma, o gestor consegue controlar com maior rigidez a sua equipe e cobrar insistentemente dela por melhores resultados.
as organizações estão se aproximando cada vez mais de seus públicos-alvo a fim de melhor satisfazê-los, ou seja, dos consumidores por meio do Marketing de relacionamento e dos colaboradores por meio do Marketing interno.
as organizações têm elaborado continuamente programas internos de comunicação e de sensibilização de seus colaboradores, a fim de aumentar neles o engajamento e claro, a satisfação no ambiente de trabalho. Tais esforços são denominados Marketing de relacionamento.
as organizações estão se aproximando exclusivamente dos consumidores por meio do Marketing de relacionamento, uma vez que os colaboradores não compram, logo eles não devem ser prezados.
O gerenciamento dos processos organizacionais é realizado por meio de relatórios de acompanhamento e indicadores, garantindo-se assim, que os resultados sejam atingidos. A análise SWOT (forças, fraquezas, oportunidades e ameaças) costuma ser utilizada para que o fluxo de trabalho e a gestão organizacional sejam definidos adequadamente bem como para que as projeções dos processos do negócio sejam alcançadas. Com relação ao gerenciamento de processos organizacionais, a análise SWOT:
compreende a definição dos resultados esperados nos processos organizacionais, o que garante resultados.
é um indicador que informa se o processo está sendo gerenciado adequadamente.
é focada no gerenciamento de pessoas, sendo muito utilizada para análise de resultados.
proporciona conhecimento técnico e operacional sobre o processo que está sendo desenhado.
propicia uma visão geral do processo de negócio, o que permite sistematizar e organizar o gerenciamento do processo.
Assinale a alternativa correta. É sabido que o plano de marketing nunca acaba e está em constante mudança, exigindo que o gestor revise e atualize o seu conteúdo sempre que necessário para manter o seu negócio no caminho do crescimento exponencial. Neste contexto, o controle é essencial para a eficácia do plano de marketing, pois permite ao gestor:
I – monitorar o progresso do plano;
II – analisar os resultados das ações implementadas;
III – identificar os produtos mais rentáveis;
IV – mapear os aspectos do clima organizacional que precisam ser melhorados.
Dos itens supracitados, são corretos:
I, II, III, IV.
I, II, IV.
I, III.
I, IV.
I, II, III.
Assinale a alternativa correta. O plano de marketing é um conjunto de informações que guia a empresa em um determinado período para alcançar seus objetivos de vendas e crescimento. O plano estabelece um caminho para ir da situação atual até a desejada. Neste contexto, a etapa do plano de marketing que define “a lógica por meio da qual a empresa espera alcançar seus objetivos de marketing” é denominada:
Situação atual do Marketing.
Estratégia de Marketing.
Objetivos e Metas do Marketing.
Planejamento Operacional.
Planejamento Financeiro.
Assinale a alternativa correta. Depois que a organização desenvolveu uma oferta para o mercado, estabeleceu o preço e distribuiu o produto, ela finalmente pode divulgá-lo, utilizando diversas ferramentas de comunicação com o público-alvo. A este “P” do marketing mix dá-se o nome de:
promoção.
propaganda.
praça.
preço
portfólio.
Assinale a alternativa correta. O empreendedor que não compreende tudo o que o departamento de marketing pode fazer para potencializar os resultados alcançados pela sua empresa dificilmente consegue explorar ao máximo todos os seus benefícios. As ações de marketing podem ser responsáveis por levar a sua marca ao cliente, criar oportunidades de venda e construir uma boa reputação no mercado. Dentre as tarefas que o marketing desempenha na empresa, uma das mais importantes é a Comunicação do Valor. Nessa tarefa, o profissional de marketing precisa:
criar produtos e serviços que aos olhos do cliente, tenham mais benefícios do que custos percebidos.
estabelecer para produtos e serviços, preços justos que possam corresponder tanto as expectativas do cliente, quanto aos resultados esperados pela empresa.
elaborar programas que permitam ao o cliente conhecer a empresa e os seus produtos, compostos por propaganda, promoção de vendas; além de explorar canais on-line, de mídia social e móvel.
elaborar programas de relacionamento da empresa com os seus colaboradores, a fim de que esses possam conhecer com clareza, as normas e os procedimentos da organização.
pesquisar o perfil do seu público-alvo e identificar as suas reais necessidades.
Assinale a alternativa correta. Dentre as tarefas do marketing, está o desenvolvimento de um sistema de informações confiável para monitorar de perto os ambientes organizacionais, denominados de micro e macroambiente. Com isso, a organização poderá avaliar continuamente o seu potencial de mercado, identificar as necessidades do cliente e prever demanda. A essa tarefa dá-se o nome de:
Comportamento pós-compra.
Decisão de compra.
Avaliação de alternativas.
Decisão por não comprar.
Reconhecimento do problema.
Assinale a alternativa correta. No Marketing, três conceitos centrais devem ser entendidos e diferenciados: demandas, necessidades e desejos. Necessidades são os requisitos básicos do ser humano, como comida, ar, água e diversão. Essas necessidades tornam-se desejos quando direcionadas a objetivos específicos que possam satisfazê-las. Demandas são desejos por produtos específicos sustentados pela capacidade de comprá-los. Nesse contexto, é papel do profissional de Marketing:
Reconhecer as necessidades do cliente, despertando nele o desejo por certo produto/serviço.
Criar produtos/serviços que possam despertar o desejo do cliente, ainda que não haja demanda.
Desconsiderar as necessidades do cliente, criando e ofertando produtos/serviços desconectados com o mercado.
Reconhecer as necessidades do cliente e atendê-las por meio de produtos/serviços indesejados.
Criar necessidades no cliente, a fim de que ele se sinta pressionado a comprar certo produto/serviço.
Assinale a alternativa correta. A figura a seguir retrata os quatro pilares fundamentais de marketing holístico que ajudam a capturar as novas realidades de marketing:
![](data:image/png;base64,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)
Tendo a filosofia do marketing holístico como pano de fundo, podemos identificar um conjunto específico de tarefas que compõem uma administração e uma liderança de marketing eficazes. De acordo com a figura acima e com base nas suas leituras sobre as Tarefas de Administração de Marketing, fica evidente que:
as organizações estão cada vez mais distantes tanto dos consumidores, quanto de seus colaboradores; numa tentativa de lhes dar maior autonomia.
as organizações estão se aproximando cada vez mais dos colaboradores por meio do Marketing interno. Dessa forma, o gestor consegue controlar com maior rigidez a sua equipe e cobrar insistentemente dela por melhores resultados.
as organizações estão se aproximando cada vez mais de seus públicos-alvo a fim de melhor satisfazê-los, ou seja, dos consumidores por meio do Marketing de relacionamento e dos colaboradores por meio do Marketing interno.
as organizações têm elaborado continuamente programas internos de comunicação e de sensibilização de seus colaboradores, a fim de aumentar neles o engajamento e claro, a satisfação no ambiente de trabalho. Tais esforços são denominados Marketing de relacionamento.
as organizações estão se aproximando exclusivamente dos consumidores por meio do Marketing de relacionamento, uma vez que os colaboradores não compram, logo eles não devem ser prezados.
O gerenciamento dos processos organizacionais é realizado por meio de relatórios de acompanhamento e indicadores, garantindo-se assim, que os resultados sejam atingidos. A análise SWOT (forças, fraquezas, oportunidades e ameaças) costuma ser utilizada para que o fluxo de trabalho e a gestão organizacional sejam definidos adequadamente bem como para que as projeções dos processos do negócio sejam alcançadas. Com relação ao gerenciamento de processos organizacionais, a análise SWOT:
compreende a definição dos resultados esperados nos processos organizacionais, o que garante resultados.
é um indicador que informa se o processo está sendo gerenciado adequadamente.
é focada no gerenciamento de pessoas, sendo muito utilizada para análise de resultados.
proporciona conhecimento técnico e operacional sobre o processo que está sendo desenhado.
propicia uma visão geral do processo de negócio, o que permite sistematizar e organizar o gerenciamento do processo.
Assinale a alternativa correta. É sabido que o plano de marketing nunca acaba e está em constante mudança, exigindo que o gestor revise e atualize o seu conteúdo sempre que necessário para manter o seu negócio no caminho do crescimento exponencial. Neste contexto, o controle é essencial para a eficácia do plano de marketing, pois permite ao gestor:
I – monitorar o progresso do plano;
II – analisar os resultados das ações implementadas;
III – identificar os produtos mais rentáveis;
IV – mapear os aspectos do clima organizacional que precisam ser melhorados.
Dos itens supracitados, são corretos:
I, II, III, IV.
I, II, IV.
I, III.
I, IV.
I, II, III.
Assinale a alternativa correta. O plano de marketing é um conjunto de informações que guia a empresa em um determinado período para alcançar seus objetivos de vendas e crescimento. O plano estabelece um caminho para ir da situação atual até a desejada. Neste contexto, a etapa do plano de marketing que define “a lógica por meio da qual a empresa espera alcançar seus objetivos de marketing” é denominada:
Situação atual do Marketing.
Estratégia de Marketing.
Objetivos e Metas do Marketing.
Planejamento Operacional.
Planejamento Financeiro.
Assinale a alternativa correta. Depois que a organização desenvolveu uma oferta para o mercado, estabeleceu o preço e distribuiu o produto, ela finalmente pode divulgá-lo, utilizando diversas ferramentas de comunicação com o público-alvo. A este “P” do marketing mix dá-se o nome de:
promoção.
propaganda.
praça.
preço
portfólio.
Assinale a alternativa correta. O empreendedor que não compreende tudo o que o departamento de marketing pode fazer para potencializar os resultados alcançados pela sua empresa dificilmente consegue explorar ao máximo todos os seus benefícios. As ações de marketing podem ser responsáveis por levar a sua marca ao cliente, criar oportunidades de venda e construir uma boa reputação no mercado. Dentre as tarefas que o marketing desempenha na empresa, uma das mais importantes é a Comunicação do Valor. Nessa tarefa, o profissional de marketing precisa:
criar produtos e serviços que aos olhos do cliente, tenham mais benefícios do que custos percebidos.
estabelecer para produtos e serviços, preços justos que possam corresponder tanto as expectativas do cliente, quanto aos resultados esperados pela empresa.
elaborar programas que permitam ao o cliente conhecer a empresa e os seus produtos, compostos por propaganda, promoção de vendas; além de explorar canais on-line, de mídia social e móvel.
elaborar programas de relacionamento da empresa com os seus colaboradores, a fim de que esses possam conhecer com clareza, as normas e os procedimentos da organização.
pesquisar o perfil do seu público-alvo e identificar as suas reais necessidades.
Assinale a alternativa correta. Dentre as tarefas do marketing, está o desenvolvimento de um sistema de informações confiável para monitorar de perto os ambientes organizacionais, denominados de micro e macroambiente. Com isso, a organização poderá avaliar continuamente o seu potencial de mercado, identificar as necessidades do cliente e prever demanda. A essa tarefa dá-se o nome de:
Reconhecer as necessidades do cliente, despertando nele o desejo por certo produto/serviço.
Criar produtos/serviços que possam despertar o desejo do cliente, ainda que não haja demanda.
Desconsiderar as necessidades do cliente, criando e ofertando produtos/serviços desconectados com o mercado.
Reconhecer as necessidades do cliente e atendê-las por meio de produtos/serviços indesejados.
Criar necessidades no cliente, a fim de que ele se sinta pressionado a comprar certo produto/serviço.
Assinale a alternativa correta. A figura a seguir retrata os quatro pilares fundamentais de marketing holístico que ajudam a capturar as novas realidades de marketing:
![](data:image/png;base64,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)
Tendo a filosofia do marketing holístico como pano de fundo, podemos identificar um conjunto específico de tarefas que compõem uma administração e uma liderança de marketing eficazes. De acordo com a figura acima e com base nas suas leituras sobre as Tarefas de Administração de Marketing, fica evidente que:
as organizações estão cada vez mais distantes tanto dos consumidores, quanto de seus colaboradores; numa tentativa de lhes dar maior autonomia.
as organizações estão se aproximando cada vez mais dos colaboradores por meio do Marketing interno. Dessa forma, o gestor consegue controlar com maior rigidez a sua equipe e cobrar insistentemente dela por melhores resultados.
as organizações estão se aproximando cada vez mais de seus públicos-alvo a fim de melhor satisfazê-los, ou seja, dos consumidores por meio do Marketing de relacionamento e dos colaboradores por meio do Marketing interno.
as organizações têm elaborado continuamente programas internos de comunicação e de sensibilização de seus colaboradores, a fim de aumentar neles o engajamento e claro, a satisfação no ambiente de trabalho. Tais esforços são denominados Marketing de relacionamento.
as organizações estão se aproximando exclusivamente dos consumidores por meio do Marketing de relacionamento, uma vez que os colaboradores não compram, logo eles não devem ser prezados.
O gerenciamento dos processos organizacionais é realizado por meio de relatórios de acompanhamento e indicadores, garantindo-se assim, que os resultados sejam atingidos. A análise SWOT (forças, fraquezas, oportunidades e ameaças) costuma ser utilizada para que o fluxo de trabalho e a gestão organizacional sejam definidos adequadamente bem como para que as projeções dos processos do negócio sejam alcançadas. Com relação ao gerenciamento de processos organizacionais, a análise SWOT:
compreende a definição dos resultados esperados nos processos organizacionais, o que garante resultados.
é um indicador que informa se o processo está sendo gerenciado adequadamente.
é focada no gerenciamento de pessoas, sendo muito utilizada para análise de resultados.
proporciona conhecimento técnico e operacional sobre o processo que está sendo desenhado.
propicia uma visão geral do processo de negócio, o que permite sistematizar e organizar o gerenciamento do processo.
Assinale a alternativa correta. É sabido que o plano de marketing nunca acaba e está em constante mudança, exigindo que o gestor revise e atualize o seu conteúdo sempre que necessário para manter o seu negócio no caminho do crescimento exponencial. Neste contexto, o controle é essencial para a eficácia do plano de marketing, pois permite ao gestor:
I – monitorar o progresso do plano;
II – analisar os resultados das ações implementadas;
III – identificar os produtos mais rentáveis;
IV – mapear os aspectos do clima organizacional que precisam ser melhorados.
Dos itens supracitados, são corretos:
I, II, III, IV.
I, II, IV.
I, III.
I, IV.
I, II, III.
Assinale a alternativa correta. O plano de marketing é um conjunto de informações que guia a empresa em um determinado período para alcançar seus objetivos de vendas e crescimento. O plano estabelece um caminho para ir da situação atual até a desejada. Neste contexto, a etapa do plano de marketing que define “a lógica por meio da qual a empresa espera alcançar seus objetivos de marketing” é denominada:
Situação atual do Marketing.
Estratégia de Marketing.
Objetivos e Metas do Marketing.
Planejamento Operacional.
Planejamento Financeiro.
Assinale a alternativa correta. Depois que a organização desenvolveu uma oferta para o mercado, estabeleceu o preço e distribuiu o produto, ela finalmente pode divulgá-lo, utilizando diversas ferramentas de comunicação com o público-alvo. A este “P” do marketing mix dá-se o nome de:
promoção.
propaganda.
praça.
preço
portfólio.
Assinale a alternativa correta. O empreendedor que não compreende tudo o que o departamento de marketing pode fazer para potencializar os resultados alcançados pela sua empresa dificilmente consegue explorar ao máximo todos os seus benefícios. As ações de marketing podem ser responsáveis por levar a sua marca ao cliente, criar oportunidades de venda e construir uma boa reputação no mercado. Dentre as tarefas que o marketing desempenha na empresa, uma das mais importantes é a Comunicação do Valor. Nessa tarefa, o profissional de marketing precisa:
criar produtos e serviços que aos olhos do cliente, tenham mais benefícios do que custos percebidos.
estabelecer para produtos e serviços, preços justos que possam corresponder tanto as expectativas do cliente, quanto aos resultados esperados pela empresa.
elaborar programas que permitam ao o cliente conhecer a empresa e os seus produtos, compostos por propaganda, promoção de vendas; além de explorar canais on-line, de mídia social e móvel.
elaborar programas de relacionamento da empresa com os seus colaboradores, a fim de que esses possam conhecer com clareza, as normas e os procedimentos da organização.
pesquisar o perfil do seu público-alvo e identificar as suas reais necessidades.
Assinale a alternativa correta. Dentre as tarefas do marketing, está o desenvolvimento de um sistema de informações confiável para monitorar de perto os ambientes organizacionais, denominados de micro e macroambiente. Com isso, a organização poderá avaliar continuamente o seu potencial de mercado, identificar as necessidades do cliente e prever demanda. A essa tarefa dá-se o nome de:
as organizações estão cada vez mais distantes tanto dos consumidores, quanto de seus colaboradores; numa tentativa de lhes dar maior autonomia.
as organizações estão se aproximando cada vez mais dos colaboradores por meio do Marketing interno. Dessa forma, o gestor consegue controlar com maior rigidez a sua equipe e cobrar insistentemente dela por melhores resultados.
as organizações estão se aproximando cada vez mais de seus públicos-alvo a fim de melhor satisfazê-los, ou seja, dos consumidores por meio do Marketing de relacionamento e dos colaboradores por meio do Marketing interno.
as organizações têm elaborado continuamente programas internos de comunicação e de sensibilização de seus colaboradores, a fim de aumentar neles o engajamento e claro, a satisfação no ambiente de trabalho. Tais esforços são denominados Marketing de relacionamento.
as organizações estão se aproximando exclusivamente dos consumidores por meio do Marketing de relacionamento, uma vez que os colaboradores não compram, logo eles não devem ser prezados.
O gerenciamento dos processos organizacionais é realizado por meio de relatórios de acompanhamento e indicadores, garantindo-se assim, que os resultados sejam atingidos. A análise SWOT (forças, fraquezas, oportunidades e ameaças) costuma ser utilizada para que o fluxo de trabalho e a gestão organizacional sejam definidos adequadamente bem como para que as projeções dos processos do negócio sejam alcançadas. Com relação ao gerenciamento de processos organizacionais, a análise SWOT:
compreende a definição dos resultados esperados nos processos organizacionais, o que garante resultados.
é um indicador que informa se o processo está sendo gerenciado adequadamente.
é focada no gerenciamento de pessoas, sendo muito utilizada para análise de resultados.
proporciona conhecimento técnico e operacional sobre o processo que está sendo desenhado.
propicia uma visão geral do processo de negócio, o que permite sistematizar e organizar o gerenciamento do processo.
Assinale a alternativa correta. É sabido que o plano de marketing nunca acaba e está em constante mudança, exigindo que o gestor revise e atualize o seu conteúdo sempre que necessário para manter o seu negócio no caminho do crescimento exponencial. Neste contexto, o controle é essencial para a eficácia do plano de marketing, pois permite ao gestor:
I – monitorar o progresso do plano;
II – analisar os resultados das ações implementadas;
III – identificar os produtos mais rentáveis;
IV – mapear os aspectos do clima organizacional que precisam ser melhorados.
Dos itens supracitados, são corretos:
I, II, III, IV.
I, II, IV.
I, III.
I, IV.
I, II, III.
Assinale a alternativa correta. O plano de marketing é um conjunto de informações que guia a empresa em um determinado período para alcançar seus objetivos de vendas e crescimento. O plano estabelece um caminho para ir da situação atual até a desejada. Neste contexto, a etapa do plano de marketing que define “a lógica por meio da qual a empresa espera alcançar seus objetivos de marketing” é denominada:
Situação atual do Marketing.
Estratégia de Marketing.
Objetivos e Metas do Marketing.
Planejamento Operacional.
Planejamento Financeiro.
Assinale a alternativa correta. Depois que a organização desenvolveu uma oferta para o mercado, estabeleceu o preço e distribuiu o produto, ela finalmente pode divulgá-lo, utilizando diversas ferramentas de comunicação com o público-alvo. A este “P” do marketing mix dá-se o nome de:
promoção.
propaganda.
praça.
preço
portfólio.
Assinale a alternativa correta. O empreendedor que não compreende tudo o que o departamento de marketing pode fazer para potencializar os resultados alcançados pela sua empresa dificilmente consegue explorar ao máximo todos os seus benefícios. As ações de marketing podem ser responsáveis por levar a sua marca ao cliente, criar oportunidades de venda e construir uma boa reputação no mercado. Dentre as tarefas que o marketing desempenha na empresa, uma das mais importantes é a Comunicação do Valor. Nessa tarefa, o profissional de marketing precisa:
criar produtos e serviços que aos olhos do cliente, tenham mais benefícios do que custos percebidos.
estabelecer para produtos e serviços, preços justos que possam corresponder tanto as expectativas do cliente, quanto aos resultados esperados pela empresa.
elaborar programas que permitam ao o cliente conhecer a empresa e os seus produtos, compostos por propaganda, promoção de vendas; além de explorar canais on-line, de mídia social e móvel.
elaborar programas de relacionamento da empresa com os seus colaboradores, a fim de que esses possam conhecer com clareza, as normas e os procedimentos da organização.
pesquisar o perfil do seu público-alvo e identificar as suas reais necessidades.
Assinale a alternativa correta. Dentre as tarefas do marketing, está o desenvolvimento de um sistema de informações confiável para monitorar de perto os ambientes organizacionais, denominados de micro e macroambiente. Com isso, a organização poderá avaliar continuamente o seu potencial de mercado, identificar as necessidades do cliente e prever demanda. A essa tarefa dá-se o nome de:
compreende a definição dos resultados esperados nos processos organizacionais, o que garante resultados.
é um indicador que informa se o processo está sendo gerenciado adequadamente.
é focada no gerenciamento de pessoas, sendo muito utilizada para análise de resultados.
proporciona conhecimento técnico e operacional sobre o processo que está sendo desenhado.
propicia uma visão geral do processo de negócio, o que permite sistematizar e organizar o gerenciamento do processo.
Assinale a alternativa correta. É sabido que o plano de marketing nunca acaba e está em constante mudança, exigindo que o gestor revise e atualize o seu conteúdo sempre que necessário para manter o seu negócio no caminho do crescimento exponencial. Neste contexto, o controle é essencial para a eficácia do plano de marketing, pois permite ao gestor:
I – monitorar o progresso do plano;
II – analisar os resultados das ações implementadas;
III – identificar os produtos mais rentáveis;
IV – mapear os aspectos do clima organizacional que precisam ser melhorados.
Dos itens supracitados, são corretos:
I, II, III, IV.
I, II, IV.
I, III.
I, IV.
I, II, III.
Assinale a alternativa correta. O plano de marketing é um conjunto de informações que guia a empresa em um determinado período para alcançar seus objetivos de vendas e crescimento. O plano estabelece um caminho para ir da situação atual até a desejada. Neste contexto, a etapa do plano de marketing que define “a lógica por meio da qual a empresa espera alcançar seus objetivos de marketing” é denominada:
Situação atual do Marketing.
Estratégia de Marketing.
Objetivos e Metas do Marketing.
Planejamento Operacional.
Planejamento Financeiro.
Assinale a alternativa correta. Depois que a organização desenvolveu uma oferta para o mercado, estabeleceu o preço e distribuiu o produto, ela finalmente pode divulgá-lo, utilizando diversas ferramentas de comunicação com o público-alvo. A este “P” do marketing mix dá-se o nome de:
promoção.
propaganda.
praça.
preço
portfólio.
Assinale a alternativa correta. O empreendedor que não compreende tudo o que o departamento de marketing pode fazer para potencializar os resultados alcançados pela sua empresa dificilmente consegue explorar ao máximo todos os seus benefícios. As ações de marketing podem ser responsáveis por levar a sua marca ao cliente, criar oportunidades de venda e construir uma boa reputação no mercado. Dentre as tarefas que o marketing desempenha na empresa, uma das mais importantes é a Comunicação do Valor. Nessa tarefa, o profissional de marketing precisa:
criar produtos e serviços que aos olhos do cliente, tenham mais benefícios do que custos percebidos.
estabelecer para produtos e serviços, preços justos que possam corresponder tanto as expectativas do cliente, quanto aos resultados esperados pela empresa.
elaborar programas que permitam ao o cliente conhecer a empresa e os seus produtos, compostos por propaganda, promoção de vendas; além de explorar canais on-line, de mídia social e móvel.
elaborar programas de relacionamento da empresa com os seus colaboradores, a fim de que esses possam conhecer com clareza, as normas e os procedimentos da organização.
pesquisar o perfil do seu público-alvo e identificar as suas reais necessidades.
Assinale a alternativa correta. Dentre as tarefas do marketing, está o desenvolvimento de um sistema de informações confiável para monitorar de perto os ambientes organizacionais, denominados de micro e macroambiente. Com isso, a organização poderá avaliar continuamente o seu potencial de mercado, identificar as necessidades do cliente e prever demanda. A essa tarefa dá-se o nome de:
I, II, III, IV.
I, II, IV.
I, III.
I, IV.
I, II, III.
Assinale a alternativa correta. O plano de marketing é um conjunto de informações que guia a empresa em um determinado período para alcançar seus objetivos de vendas e crescimento. O plano estabelece um caminho para ir da situação atual até a desejada. Neste contexto, a etapa do plano de marketing que define “a lógica por meio da qual a empresa espera alcançar seus objetivos de marketing” é denominada:
Situação atual do Marketing.
Estratégia de Marketing.
Objetivos e Metas do Marketing.
Planejamento Operacional.
Planejamento Financeiro.
Assinale a alternativa correta. Depois que a organização desenvolveu uma oferta para o mercado, estabeleceu o preço e distribuiu o produto, ela finalmente pode divulgá-lo, utilizando diversas ferramentas de comunicação com o público-alvo. A este “P” do marketing mix dá-se o nome de:
promoção.
propaganda.
praça.
preço
portfólio.
Assinale a alternativa correta. O empreendedor que não compreende tudo o que o departamento de marketing pode fazer para potencializar os resultados alcançados pela sua empresa dificilmente consegue explorar ao máximo todos os seus benefícios. As ações de marketing podem ser responsáveis por levar a sua marca ao cliente, criar oportunidades de venda e construir uma boa reputação no mercado. Dentre as tarefas que o marketing desempenha na empresa, uma das mais importantes é a Comunicação do Valor. Nessa tarefa, o profissional de marketing precisa:
criar produtos e serviços que aos olhos do cliente, tenham mais benefícios do que custos percebidos.
estabelecer para produtos e serviços, preços justos que possam corresponder tanto as expectativas do cliente, quanto aos resultados esperados pela empresa.
elaborar programas que permitam ao o cliente conhecer a empresa e os seus produtos, compostos por propaganda, promoção de vendas; além de explorar canais on-line, de mídia social e móvel.
elaborar programas de relacionamento da empresa com os seus colaboradores, a fim de que esses possam conhecer com clareza, as normas e os procedimentos da organização.
pesquisar o perfil do seu público-alvo e identificar as suas reais necessidades.
Assinale a alternativa correta. Dentre as tarefas do marketing, está o desenvolvimento de um sistema de informações confiável para monitorar de perto os ambientes organizacionais, denominados de micro e macroambiente. Com isso, a organização poderá avaliar continuamente o seu potencial de mercado, identificar as necessidades do cliente e prever demanda. A essa tarefa dá-se o nome de:
Situação atual do Marketing.
Estratégia de Marketing.
Objetivos e Metas do Marketing.
Planejamento Operacional.
Planejamento Financeiro.
Assinale a alternativa correta. Depois que a organização desenvolveu uma oferta para o mercado, estabeleceu o preço e distribuiu o produto, ela finalmente pode divulgá-lo, utilizando diversas ferramentas de comunicação com o público-alvo. A este “P” do marketing mix dá-se o nome de:
promoção.
propaganda.
praça.
preço
portfólio.
Assinale a alternativa correta. O empreendedor que não compreende tudo o que o departamento de marketing pode fazer para potencializar os resultados alcançados pela sua empresa dificilmente consegue explorar ao máximo todos os seus benefícios. As ações de marketing podem ser responsáveis por levar a sua marca ao cliente, criar oportunidades de venda e construir uma boa reputação no mercado. Dentre as tarefas que o marketing desempenha na empresa, uma das mais importantes é a Comunicação do Valor. Nessa tarefa, o profissional de marketing precisa:
criar produtos e serviços que aos olhos do cliente, tenham mais benefícios do que custos percebidos.
estabelecer para produtos e serviços, preços justos que possam corresponder tanto as expectativas do cliente, quanto aos resultados esperados pela empresa.
elaborar programas que permitam ao o cliente conhecer a empresa e os seus produtos, compostos por propaganda, promoção de vendas; além de explorar canais on-line, de mídia social e móvel.
elaborar programas de relacionamento da empresa com os seus colaboradores, a fim de que esses possam conhecer com clareza, as normas e os procedimentos da organização.
pesquisar o perfil do seu público-alvo e identificar as suas reais necessidades.
Assinale a alternativa correta. Dentre as tarefas do marketing, está o desenvolvimento de um sistema de informações confiável para monitorar de perto os ambientes organizacionais, denominados de micro e macroambiente. Com isso, a organização poderá avaliar continuamente o seu potencial de mercado, identificar as necessidades do cliente e prever demanda. A essa tarefa dá-se o nome de:
promoção.
propaganda.
praça.
preço
portfólio.
Assinale a alternativa correta. O empreendedor que não compreende tudo o que o departamento de marketing pode fazer para potencializar os resultados alcançados pela sua empresa dificilmente consegue explorar ao máximo todos os seus benefícios. As ações de marketing podem ser responsáveis por levar a sua marca ao cliente, criar oportunidades de venda e construir uma boa reputação no mercado. Dentre as tarefas que o marketing desempenha na empresa, uma das mais importantes é a Comunicação do Valor. Nessa tarefa, o profissional de marketing precisa:
criar produtos e serviços que aos olhos do cliente, tenham mais benefícios do que custos percebidos.
estabelecer para produtos e serviços, preços justos que possam corresponder tanto as expectativas do cliente, quanto aos resultados esperados pela empresa.
elaborar programas que permitam ao o cliente conhecer a empresa e os seus produtos, compostos por propaganda, promoção de vendas; além de explorar canais on-line, de mídia social e móvel.
elaborar programas de relacionamento da empresa com os seus colaboradores, a fim de que esses possam conhecer com clareza, as normas e os procedimentos da organização.
pesquisar o perfil do seu público-alvo e identificar as suas reais necessidades.
Assinale a alternativa correta. Dentre as tarefas do marketing, está o desenvolvimento de um sistema de informações confiável para monitorar de perto os ambientes organizacionais, denominados de micro e macroambiente. Com isso, a organização poderá avaliar continuamente o seu potencial de mercado, identificar as necessidades do cliente e prever demanda. A essa tarefa dá-se o nome de:
criar produtos e serviços que aos olhos do cliente, tenham mais benefícios do que custos percebidos.
estabelecer para produtos e serviços, preços justos que possam corresponder tanto as expectativas do cliente, quanto aos resultados esperados pela empresa.
elaborar programas que permitam ao o cliente conhecer a empresa e os seus produtos, compostos por propaganda, promoção de vendas; além de explorar canais on-line, de mídia social e móvel.
elaborar programas de relacionamento da empresa com os seus colaboradores, a fim de que esses possam conhecer com clareza, as normas e os procedimentos da organização.
pesquisar o perfil do seu público-alvo e identificar as suas reais necessidades.