MARKETING
Com o acréscimo da concorrência no mercado de celulares, as empresas vêm fazendo essforços com vista à sobrevivência e ao sucesso. Quando se adotam estratégias de produtos-mercado, quatro delas podem ser destacadas: penetração e desnatação de mercado, desenvolvimento de mercado, desenvolvimento de produto e diversificação. Dos esforços de marketing desenvolvidos pela empresa Azatel, apresente a seguir qual é a alternativa que corresponde a uma estratégia de penetração de mercado:
planos econômicos para atrair consumidores de baixo rendimento que ainda não dispõem de um celular.
expansão além do mercado de celulares e desenvolvimento de produtos de transmissão de imagens para a área médica.
desconto na tarifa para os clientes que falam mais de 1000 minutos por mês.
desconto de 50% na primeira fatura do cliente novo de um concorrente.
oferta aos seus clientes de uma gama de novos serviços, como email por telefone, etc.
A questões 19 da avaliação do ENADE (Exame Nacional do Ensino Médio) de 2009 aplicada aos concluintes dos cursos de Gestão trata do comportamento do consumidor. Sobre esta temática, analise a citação:
Pedro Afonso trabalha como Diretor de Marketing da Bicho de Pano, empresa pequena que produz sandálias de couro. A empresa nunca desenvolveu uma marca de produtor, comercializando os seus produtos no Brasil e no Exterior através de varejistas, que vendem com suas próprias marcas. Pedro Afonso tem tentado convencer os donos da empresa a desenvolver uma marca de produtor, com a qual eles poderiam vender os produtos. O que o uso de uma marca de produtor permitiria à empresa Bicho de Pano: (Adaptado ENADE)
ficar protegido em caso de flutuações na procura.
construir uma imagem junto ao seu público-alvo.
posicionar melhor o produto como de alta qualidade combinando uma marca de produtor com um preço popular.
vender os seus produtos através de distribuidores exclusivos, o que garantiria maiores margens de lucro.
segmentar o mercado demograficamente, o que não seria possível com marcas próprias de varejistas.
A questão 15 da avaliação do ENADE (Exame Nacional do Ensino Médio) de 2015 aplicada aos concluintes dos Cursos de Gestão trata do composto marketing mix. Sobre esta temática analise a citação abaixo retirada da questão e adaptada
O gerente de marketing de uma multinacional analisou, junto com sua equipe, os produtos comercializados pela empresa para avaliar estrategicamente o mix ofertado. Para uma melhor análise, a equipe optou por cruzar a matriz BCG com o gráfico do ciclo de vida do produto, o que resultou na imagem a seguir. (Adaptado ENADE)
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Com base na situação hipotética apresentada, avalie as afirmações a seguir.
I. Produtos novos, recém introduzidos pela empresa no mercado, são considerados produtos estrela, que demandam alto investimento em propaganda e intenso monitoramento dos resultados.
II. Os produtos considerados vacas leiteiras apresentam nível de vendas estabilizado e resultados lucrativos para a empresa.
III. Produtos do tipo abacaxi demandam estratégias de reinvenção complexas, com altos investimentos financeiros.
IV. A boa aceitação de um produto pelo mercado, com contínuo aumento do volumede vendas, caracteriza-o como produto estrela, indicando necessidade de maior investimento em distribuição.
É correto o que se afirma em:
I, II e III, apenas.
III e IV, apenas.
I, II, III e IV.
I, apenas.
II e IV, apenas.
A questões 16 da avaliação do ENADE (Exame Nacional do Ensino Médio) de 2009 aplicada aos concluintes dos cursos de Gestão trata do comportamento do consumidor. Sobre esta temática, analise a citação:
TEXTO 1
Os Millenials, geração de 21 a 34 anos, constituem uma força de consumo que já é realidade no Brasil. Cerca de 37% dessa geração diz que não pretende economizar, pois gosta de viver o momento e comprar por impulso, não abrindo mão do que gosta, o que inclui produtos supérfluos. Eles também são 10% mais leais às marcas líderes, por se engajarem com elas, e estão cada vez mais conectados, em busca de novas tecnologias e utilizando mídias sociais para tomar suas decisões de compra.
Texto 2
O comércio eletrônico vem ganhando aceitação no Brasil e deve expandir cerca de 43% nos próximos 4 anos. Embora o brasileiro já tenha cultura de e-commerce, esta ainda é muito concentrada em certas categorias de produtos, como eletrônicos, livros e DVDs. Por outro lado, o mercado de bens de consumo ainda apresenta oportunidades de desenvolvimento no Brasil, que hoje se destaca no meio on-line pela venda de produtos de higiene e beleza (83%). Nesse sentido, qualidade e frescor dos produtos, efetividade da entrega e equação de economia são os principais fatores que devem ser superados. (Adaptado ENADE).
Considerando os dados fornecidos pela pesquisa da agência, é correto afirmar que:
o consumidor entre 21 e 34 anos está preocupado com o seu futuro no médio e longo prazo e, por isso, planeja suas compras.
o consumidor de e-commerce superou o medo de alguns entraves, como problemas com a entrega dos produtos, em favor de preços mais vantajosos.
o consumidor on-line, que vem crescendo uma média de 43% ao ano, privilegia categorias de bens duráveis como eletrônicos.
o consumidor brasileiro é caracterizado por privilegiar as compras on-line de bens não duráveis.
o consumidor Millenial se contrapõe ao das demais gerações, que procuram ajustar suas demandas de consumo ao rendimento pessoal.
Diante do escopo de marketing em que abordamos os tipos de demanda, responda adequadamente qual o tipo de ação apropriada para o conceito a seguir:
"É um estilo de marketing que pode ser utilizado nos casos de demanda declinante, onde a procura é menor num instante do que era em períodos anteriores."
de conversão.
de estímulo.
de desenvolvimento.
de redução
de revitalização.
Nos anos de 1930, Charles Chaplin encantou o mundo com o filme Tempos Modernos, no qual representa um operário de uma grande indústria que trabalha sem saber ou pensar sobre o que está fazendo. Em contraposição a essa ideia, quando as pessoas sabem o que estão produzindo, para que serve, como será utilizado e, principalmente, quais são os benefícios disso para o mundo, tendem a trabalhar mais motivadas. (BRUM, A. M. Marketing de A a Z: como alinhar o pensamento das pessoas à estratégia da empresa. São Paulo: Integrare Editora, 2010 (adaptado).
Nesse contexto, avalie as afirmações a seguir.
I. Para que haja engajamento dos funcionários, é preciso desenvolver ações de marketing e de melhoria da comunicação interna, que esclareçam o sentido do que fazem na empresa e sintam orgulho disso.
II. A informação, produto da comunicação interna, é uma estratégia de aproximação da empresa com seu público interno e, portanto, campanhas informativas podem resolver problemas de falta de credibilidade e insatisfação, além de estimularem a motivação.
III. Ao adotar um processo de comunicação interna, a empresa deve esperar 100% de resultado em nível de informação, integração e motivação, assegurando-se que todos os funcionários perceberam de forma uniforme o que foi realizado.
É correto o que se afirma em:
I e II, apenas.
III, apenas.
I, II e III.
II e III, apenas.
I, apenas.
A questão 09 da avaliação do ENADE (Exame Nacional do Ensino Médio) de 2015 aplicada aos concluintes dos Cursos de Gestão trata da s atividades do marketing. Sobre esta temática analise a citação abaixo retirada da questão e adaptada
Leia o texto abaixo, e utilizando sua percepção do Marketing, faça o que se pede:
"Eu estou chocado com esta situação! Não acreditava no que estava ouvindo! Eu perguntei à pessoa que me atendeu uma coisa, duas coisas, três coisas, um monte de vezes... tudo a respeito da empresa e da loja, dos produtos que vendia, mas Ela não sabia nada! Quando disse que Ela parecia não conhecer muito sobre a própria empresa, ela respondeu sonoramente: “Eu só trabalho aqui...”" (Adaptado ENADE).
Com base na situação descrita, na perspectiva do marketing de serviço, conclui-se que:
A funcionária precisa de treinamento e convergência de propósito, para agregar valor ao serviço oferecido.
A funcionária utilizou a similaridade como argumento de venda no processo de atendimento.
O gerente da empresa falhou no processo porque deveria orientar a funcionária no momento do atendimento. E o gerente da empresa deve disponibilizar um tutorial para os funcionários e para os clientes, tangibilizando o serviço.
O gerente da empresa deve focar nas razões pessoais que levaram a funcionária a oferecer um serviço inadequado.
A funcionária está desmotivada e precisa de férias para descanso para melhor atender posteriormente.
Assinale a alternativa correta. A pesquisa de marketing tornou-se nos últimos anos, indispensável para que organizações possam formular estratégias criativas e sustentáveis. Hoje, elas necessitam de informações rápidas, confiáveis e em maior quantidade, pois:
a concorrência se intensificou e os clientes estão mais exigentes, informados e sofisticados.
a concorrência é grande e o cliente, inexperiente e desleal.
a concorrência é escassa e o cliente, alienado.
o cliente está menos exigente, por isso, disposto a comprar qualquer produto/serviço.
o cliente é disputado por um número cada vez maior de concorrentes. Só será capaz de sobreviver no mercado quem corresponder às suas expectativas, criando e comercializando produtos simples e baratos.
Assinale a alternativa correta. O “P” de produto, dentro do Composto de Marketing, refere ao produto ou serviço que é ofertado ao mercado para satisfazer às necessidade do público-alvo. Refere-se também a (ao):
planos econômicos para atrair consumidores de baixo rendimento que ainda não dispõem de um celular.
expansão além do mercado de celulares e desenvolvimento de produtos de transmissão de imagens para a área médica.
desconto na tarifa para os clientes que falam mais de 1000 minutos por mês.
desconto de 50% na primeira fatura do cliente novo de um concorrente.
oferta aos seus clientes de uma gama de novos serviços, como email por telefone, etc.
A questões 19 da avaliação do ENADE (Exame Nacional do Ensino Médio) de 2009 aplicada aos concluintes dos cursos de Gestão trata do comportamento do consumidor. Sobre esta temática, analise a citação:
Pedro Afonso trabalha como Diretor de Marketing da Bicho de Pano, empresa pequena que produz sandálias de couro. A empresa nunca desenvolveu uma marca de produtor, comercializando os seus produtos no Brasil e no Exterior através de varejistas, que vendem com suas próprias marcas. Pedro Afonso tem tentado convencer os donos da empresa a desenvolver uma marca de produtor, com a qual eles poderiam vender os produtos. O que o uso de uma marca de produtor permitiria à empresa Bicho de Pano: (Adaptado ENADE)
ficar protegido em caso de flutuações na procura.
construir uma imagem junto ao seu público-alvo.
posicionar melhor o produto como de alta qualidade combinando uma marca de produtor com um preço popular.
vender os seus produtos através de distribuidores exclusivos, o que garantiria maiores margens de lucro.
segmentar o mercado demograficamente, o que não seria possível com marcas próprias de varejistas.
A questão 15 da avaliação do ENADE (Exame Nacional do Ensino Médio) de 2015 aplicada aos concluintes dos Cursos de Gestão trata do composto marketing mix. Sobre esta temática analise a citação abaixo retirada da questão e adaptada
O gerente de marketing de uma multinacional analisou, junto com sua equipe, os produtos comercializados pela empresa para avaliar estrategicamente o mix ofertado. Para uma melhor análise, a equipe optou por cruzar a matriz BCG com o gráfico do ciclo de vida do produto, o que resultou na imagem a seguir. (Adaptado ENADE)
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Com base na situação hipotética apresentada, avalie as afirmações a seguir.
I. Produtos novos, recém introduzidos pela empresa no mercado, são considerados produtos estrela, que demandam alto investimento em propaganda e intenso monitoramento dos resultados.
II. Os produtos considerados vacas leiteiras apresentam nível de vendas estabilizado e resultados lucrativos para a empresa.
III. Produtos do tipo abacaxi demandam estratégias de reinvenção complexas, com altos investimentos financeiros.
IV. A boa aceitação de um produto pelo mercado, com contínuo aumento do volumede vendas, caracteriza-o como produto estrela, indicando necessidade de maior investimento em distribuição.
É correto o que se afirma em:
I, II e III, apenas.
III e IV, apenas.
I, II, III e IV.
I, apenas.
II e IV, apenas.
A questões 16 da avaliação do ENADE (Exame Nacional do Ensino Médio) de 2009 aplicada aos concluintes dos cursos de Gestão trata do comportamento do consumidor. Sobre esta temática, analise a citação:
TEXTO 1
Os Millenials, geração de 21 a 34 anos, constituem uma força de consumo que já é realidade no Brasil. Cerca de 37% dessa geração diz que não pretende economizar, pois gosta de viver o momento e comprar por impulso, não abrindo mão do que gosta, o que inclui produtos supérfluos. Eles também são 10% mais leais às marcas líderes, por se engajarem com elas, e estão cada vez mais conectados, em busca de novas tecnologias e utilizando mídias sociais para tomar suas decisões de compra.
Texto 2
O comércio eletrônico vem ganhando aceitação no Brasil e deve expandir cerca de 43% nos próximos 4 anos. Embora o brasileiro já tenha cultura de e-commerce, esta ainda é muito concentrada em certas categorias de produtos, como eletrônicos, livros e DVDs. Por outro lado, o mercado de bens de consumo ainda apresenta oportunidades de desenvolvimento no Brasil, que hoje se destaca no meio on-line pela venda de produtos de higiene e beleza (83%). Nesse sentido, qualidade e frescor dos produtos, efetividade da entrega e equação de economia são os principais fatores que devem ser superados. (Adaptado ENADE).
Considerando os dados fornecidos pela pesquisa da agência, é correto afirmar que:
o consumidor entre 21 e 34 anos está preocupado com o seu futuro no médio e longo prazo e, por isso, planeja suas compras.
o consumidor de e-commerce superou o medo de alguns entraves, como problemas com a entrega dos produtos, em favor de preços mais vantajosos.
o consumidor on-line, que vem crescendo uma média de 43% ao ano, privilegia categorias de bens duráveis como eletrônicos.
o consumidor brasileiro é caracterizado por privilegiar as compras on-line de bens não duráveis.
o consumidor Millenial se contrapõe ao das demais gerações, que procuram ajustar suas demandas de consumo ao rendimento pessoal.
Diante do escopo de marketing em que abordamos os tipos de demanda, responda adequadamente qual o tipo de ação apropriada para o conceito a seguir:
"É um estilo de marketing que pode ser utilizado nos casos de demanda declinante, onde a procura é menor num instante do que era em períodos anteriores."
de conversão.
de estímulo.
de desenvolvimento.
de redução
de revitalização.
Nos anos de 1930, Charles Chaplin encantou o mundo com o filme Tempos Modernos, no qual representa um operário de uma grande indústria que trabalha sem saber ou pensar sobre o que está fazendo. Em contraposição a essa ideia, quando as pessoas sabem o que estão produzindo, para que serve, como será utilizado e, principalmente, quais são os benefícios disso para o mundo, tendem a trabalhar mais motivadas. (BRUM, A. M. Marketing de A a Z: como alinhar o pensamento das pessoas à estratégia da empresa. São Paulo: Integrare Editora, 2010 (adaptado).
Nesse contexto, avalie as afirmações a seguir.
I. Para que haja engajamento dos funcionários, é preciso desenvolver ações de marketing e de melhoria da comunicação interna, que esclareçam o sentido do que fazem na empresa e sintam orgulho disso.
II. A informação, produto da comunicação interna, é uma estratégia de aproximação da empresa com seu público interno e, portanto, campanhas informativas podem resolver problemas de falta de credibilidade e insatisfação, além de estimularem a motivação.
III. Ao adotar um processo de comunicação interna, a empresa deve esperar 100% de resultado em nível de informação, integração e motivação, assegurando-se que todos os funcionários perceberam de forma uniforme o que foi realizado.
É correto o que se afirma em:
I e II, apenas.
III, apenas.
I, II e III.
II e III, apenas.
I, apenas.
A questão 09 da avaliação do ENADE (Exame Nacional do Ensino Médio) de 2015 aplicada aos concluintes dos Cursos de Gestão trata da s atividades do marketing. Sobre esta temática analise a citação abaixo retirada da questão e adaptada
Leia o texto abaixo, e utilizando sua percepção do Marketing, faça o que se pede:
"Eu estou chocado com esta situação! Não acreditava no que estava ouvindo! Eu perguntei à pessoa que me atendeu uma coisa, duas coisas, três coisas, um monte de vezes... tudo a respeito da empresa e da loja, dos produtos que vendia, mas Ela não sabia nada! Quando disse que Ela parecia não conhecer muito sobre a própria empresa, ela respondeu sonoramente: “Eu só trabalho aqui...”" (Adaptado ENADE).
Com base na situação descrita, na perspectiva do marketing de serviço, conclui-se que:
A funcionária precisa de treinamento e convergência de propósito, para agregar valor ao serviço oferecido.
A funcionária utilizou a similaridade como argumento de venda no processo de atendimento.
O gerente da empresa falhou no processo porque deveria orientar a funcionária no momento do atendimento. E o gerente da empresa deve disponibilizar um tutorial para os funcionários e para os clientes, tangibilizando o serviço.
O gerente da empresa deve focar nas razões pessoais que levaram a funcionária a oferecer um serviço inadequado.
A funcionária está desmotivada e precisa de férias para descanso para melhor atender posteriormente.
Assinale a alternativa correta. A pesquisa de marketing tornou-se nos últimos anos, indispensável para que organizações possam formular estratégias criativas e sustentáveis. Hoje, elas necessitam de informações rápidas, confiáveis e em maior quantidade, pois:
a concorrência se intensificou e os clientes estão mais exigentes, informados e sofisticados.
a concorrência é grande e o cliente, inexperiente e desleal.
a concorrência é escassa e o cliente, alienado.
o cliente está menos exigente, por isso, disposto a comprar qualquer produto/serviço.
o cliente é disputado por um número cada vez maior de concorrentes. Só será capaz de sobreviver no mercado quem corresponder às suas expectativas, criando e comercializando produtos simples e baratos.
Assinale a alternativa correta. O “P” de produto, dentro do Composto de Marketing, refere ao produto ou serviço que é ofertado ao mercado para satisfazer às necessidade do público-alvo. Refere-se também a (ao):
ficar protegido em caso de flutuações na procura.
construir uma imagem junto ao seu público-alvo.
posicionar melhor o produto como de alta qualidade combinando uma marca de produtor com um preço popular.
vender os seus produtos através de distribuidores exclusivos, o que garantiria maiores margens de lucro.
segmentar o mercado demograficamente, o que não seria possível com marcas próprias de varejistas.
A questão 15 da avaliação do ENADE (Exame Nacional do Ensino Médio) de 2015 aplicada aos concluintes dos Cursos de Gestão trata do composto marketing mix. Sobre esta temática analise a citação abaixo retirada da questão e adaptada
O gerente de marketing de uma multinacional analisou, junto com sua equipe, os produtos comercializados pela empresa para avaliar estrategicamente o mix ofertado. Para uma melhor análise, a equipe optou por cruzar a matriz BCG com o gráfico do ciclo de vida do produto, o que resultou na imagem a seguir. (Adaptado ENADE)
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)
Com base na situação hipotética apresentada, avalie as afirmações a seguir.
I. Produtos novos, recém introduzidos pela empresa no mercado, são considerados produtos estrela, que demandam alto investimento em propaganda e intenso monitoramento dos resultados.
II. Os produtos considerados vacas leiteiras apresentam nível de vendas estabilizado e resultados lucrativos para a empresa.
III. Produtos do tipo abacaxi demandam estratégias de reinvenção complexas, com altos investimentos financeiros.
IV. A boa aceitação de um produto pelo mercado, com contínuo aumento do volumede vendas, caracteriza-o como produto estrela, indicando necessidade de maior investimento em distribuição.
É correto o que se afirma em:
I, II e III, apenas.
III e IV, apenas.
I, II, III e IV.
I, apenas.
II e IV, apenas.
A questões 16 da avaliação do ENADE (Exame Nacional do Ensino Médio) de 2009 aplicada aos concluintes dos cursos de Gestão trata do comportamento do consumidor. Sobre esta temática, analise a citação:
TEXTO 1
Os Millenials, geração de 21 a 34 anos, constituem uma força de consumo que já é realidade no Brasil. Cerca de 37% dessa geração diz que não pretende economizar, pois gosta de viver o momento e comprar por impulso, não abrindo mão do que gosta, o que inclui produtos supérfluos. Eles também são 10% mais leais às marcas líderes, por se engajarem com elas, e estão cada vez mais conectados, em busca de novas tecnologias e utilizando mídias sociais para tomar suas decisões de compra.
Texto 2
O comércio eletrônico vem ganhando aceitação no Brasil e deve expandir cerca de 43% nos próximos 4 anos. Embora o brasileiro já tenha cultura de e-commerce, esta ainda é muito concentrada em certas categorias de produtos, como eletrônicos, livros e DVDs. Por outro lado, o mercado de bens de consumo ainda apresenta oportunidades de desenvolvimento no Brasil, que hoje se destaca no meio on-line pela venda de produtos de higiene e beleza (83%). Nesse sentido, qualidade e frescor dos produtos, efetividade da entrega e equação de economia são os principais fatores que devem ser superados. (Adaptado ENADE).
Considerando os dados fornecidos pela pesquisa da agência, é correto afirmar que:
o consumidor entre 21 e 34 anos está preocupado com o seu futuro no médio e longo prazo e, por isso, planeja suas compras.
o consumidor de e-commerce superou o medo de alguns entraves, como problemas com a entrega dos produtos, em favor de preços mais vantajosos.
o consumidor on-line, que vem crescendo uma média de 43% ao ano, privilegia categorias de bens duráveis como eletrônicos.
o consumidor brasileiro é caracterizado por privilegiar as compras on-line de bens não duráveis.
o consumidor Millenial se contrapõe ao das demais gerações, que procuram ajustar suas demandas de consumo ao rendimento pessoal.
Diante do escopo de marketing em que abordamos os tipos de demanda, responda adequadamente qual o tipo de ação apropriada para o conceito a seguir:
"É um estilo de marketing que pode ser utilizado nos casos de demanda declinante, onde a procura é menor num instante do que era em períodos anteriores."
de conversão.
de estímulo.
de desenvolvimento.
de redução
de revitalização.
Nos anos de 1930, Charles Chaplin encantou o mundo com o filme Tempos Modernos, no qual representa um operário de uma grande indústria que trabalha sem saber ou pensar sobre o que está fazendo. Em contraposição a essa ideia, quando as pessoas sabem o que estão produzindo, para que serve, como será utilizado e, principalmente, quais são os benefícios disso para o mundo, tendem a trabalhar mais motivadas. (BRUM, A. M. Marketing de A a Z: como alinhar o pensamento das pessoas à estratégia da empresa. São Paulo: Integrare Editora, 2010 (adaptado).
Nesse contexto, avalie as afirmações a seguir.
I. Para que haja engajamento dos funcionários, é preciso desenvolver ações de marketing e de melhoria da comunicação interna, que esclareçam o sentido do que fazem na empresa e sintam orgulho disso.
II. A informação, produto da comunicação interna, é uma estratégia de aproximação da empresa com seu público interno e, portanto, campanhas informativas podem resolver problemas de falta de credibilidade e insatisfação, além de estimularem a motivação.
III. Ao adotar um processo de comunicação interna, a empresa deve esperar 100% de resultado em nível de informação, integração e motivação, assegurando-se que todos os funcionários perceberam de forma uniforme o que foi realizado.
É correto o que se afirma em:
I e II, apenas.
III, apenas.
I, II e III.
II e III, apenas.
I, apenas.
A questão 09 da avaliação do ENADE (Exame Nacional do Ensino Médio) de 2015 aplicada aos concluintes dos Cursos de Gestão trata da s atividades do marketing. Sobre esta temática analise a citação abaixo retirada da questão e adaptada
Leia o texto abaixo, e utilizando sua percepção do Marketing, faça o que se pede:
"Eu estou chocado com esta situação! Não acreditava no que estava ouvindo! Eu perguntei à pessoa que me atendeu uma coisa, duas coisas, três coisas, um monte de vezes... tudo a respeito da empresa e da loja, dos produtos que vendia, mas Ela não sabia nada! Quando disse que Ela parecia não conhecer muito sobre a própria empresa, ela respondeu sonoramente: “Eu só trabalho aqui...”" (Adaptado ENADE).
Com base na situação descrita, na perspectiva do marketing de serviço, conclui-se que:
A funcionária precisa de treinamento e convergência de propósito, para agregar valor ao serviço oferecido.
A funcionária utilizou a similaridade como argumento de venda no processo de atendimento.
O gerente da empresa falhou no processo porque deveria orientar a funcionária no momento do atendimento. E o gerente da empresa deve disponibilizar um tutorial para os funcionários e para os clientes, tangibilizando o serviço.
O gerente da empresa deve focar nas razões pessoais que levaram a funcionária a oferecer um serviço inadequado.
A funcionária está desmotivada e precisa de férias para descanso para melhor atender posteriormente.
Assinale a alternativa correta. A pesquisa de marketing tornou-se nos últimos anos, indispensável para que organizações possam formular estratégias criativas e sustentáveis. Hoje, elas necessitam de informações rápidas, confiáveis e em maior quantidade, pois:
a concorrência se intensificou e os clientes estão mais exigentes, informados e sofisticados.
a concorrência é grande e o cliente, inexperiente e desleal.
a concorrência é escassa e o cliente, alienado.
o cliente está menos exigente, por isso, disposto a comprar qualquer produto/serviço.
o cliente é disputado por um número cada vez maior de concorrentes. Só será capaz de sobreviver no mercado quem corresponder às suas expectativas, criando e comercializando produtos simples e baratos.
Assinale a alternativa correta. O “P” de produto, dentro do Composto de Marketing, refere ao produto ou serviço que é ofertado ao mercado para satisfazer às necessidade do público-alvo. Refere-se também a (ao):
I. Produtos novos, recém introduzidos pela empresa no mercado, são considerados produtos estrela, que demandam alto investimento em propaganda e intenso monitoramento dos resultados.
É correto o que se afirma em:
I, II e III, apenas.
III e IV, apenas.
I, II, III e IV.
I, apenas.
II e IV, apenas.
A questões 16 da avaliação do ENADE (Exame Nacional do Ensino Médio) de 2009 aplicada aos concluintes dos cursos de Gestão trata do comportamento do consumidor. Sobre esta temática, analise a citação:
TEXTO 1
Os Millenials, geração de 21 a 34 anos, constituem uma força de consumo que já é realidade no Brasil. Cerca de 37% dessa geração diz que não pretende economizar, pois gosta de viver o momento e comprar por impulso, não abrindo mão do que gosta, o que inclui produtos supérfluos. Eles também são 10% mais leais às marcas líderes, por se engajarem com elas, e estão cada vez mais conectados, em busca de novas tecnologias e utilizando mídias sociais para tomar suas decisões de compra.
Texto 2
O comércio eletrônico vem ganhando aceitação no Brasil e deve expandir cerca de 43% nos próximos 4 anos. Embora o brasileiro já tenha cultura de e-commerce, esta ainda é muito concentrada em certas categorias de produtos, como eletrônicos, livros e DVDs. Por outro lado, o mercado de bens de consumo ainda apresenta oportunidades de desenvolvimento no Brasil, que hoje se destaca no meio on-line pela venda de produtos de higiene e beleza (83%). Nesse sentido, qualidade e frescor dos produtos, efetividade da entrega e equação de economia são os principais fatores que devem ser superados. (Adaptado ENADE).
Considerando os dados fornecidos pela pesquisa da agência, é correto afirmar que:
o consumidor entre 21 e 34 anos está preocupado com o seu futuro no médio e longo prazo e, por isso, planeja suas compras.
o consumidor de e-commerce superou o medo de alguns entraves, como problemas com a entrega dos produtos, em favor de preços mais vantajosos.
o consumidor on-line, que vem crescendo uma média de 43% ao ano, privilegia categorias de bens duráveis como eletrônicos.
o consumidor brasileiro é caracterizado por privilegiar as compras on-line de bens não duráveis.
o consumidor Millenial se contrapõe ao das demais gerações, que procuram ajustar suas demandas de consumo ao rendimento pessoal.
Diante do escopo de marketing em que abordamos os tipos de demanda, responda adequadamente qual o tipo de ação apropriada para o conceito a seguir:
"É um estilo de marketing que pode ser utilizado nos casos de demanda declinante, onde a procura é menor num instante do que era em períodos anteriores."
de conversão.
de estímulo.
de desenvolvimento.
de redução
de revitalização.
Nos anos de 1930, Charles Chaplin encantou o mundo com o filme Tempos Modernos, no qual representa um operário de uma grande indústria que trabalha sem saber ou pensar sobre o que está fazendo. Em contraposição a essa ideia, quando as pessoas sabem o que estão produzindo, para que serve, como será utilizado e, principalmente, quais são os benefícios disso para o mundo, tendem a trabalhar mais motivadas. (BRUM, A. M. Marketing de A a Z: como alinhar o pensamento das pessoas à estratégia da empresa. São Paulo: Integrare Editora, 2010 (adaptado).
Nesse contexto, avalie as afirmações a seguir.
I. Para que haja engajamento dos funcionários, é preciso desenvolver ações de marketing e de melhoria da comunicação interna, que esclareçam o sentido do que fazem na empresa e sintam orgulho disso.
II. A informação, produto da comunicação interna, é uma estratégia de aproximação da empresa com seu público interno e, portanto, campanhas informativas podem resolver problemas de falta de credibilidade e insatisfação, além de estimularem a motivação.
III. Ao adotar um processo de comunicação interna, a empresa deve esperar 100% de resultado em nível de informação, integração e motivação, assegurando-se que todos os funcionários perceberam de forma uniforme o que foi realizado.
É correto o que se afirma em:
I e II, apenas.
III, apenas.
I, II e III.
II e III, apenas.
I, apenas.
A questão 09 da avaliação do ENADE (Exame Nacional do Ensino Médio) de 2015 aplicada aos concluintes dos Cursos de Gestão trata da s atividades do marketing. Sobre esta temática analise a citação abaixo retirada da questão e adaptada
Leia o texto abaixo, e utilizando sua percepção do Marketing, faça o que se pede:
"Eu estou chocado com esta situação! Não acreditava no que estava ouvindo! Eu perguntei à pessoa que me atendeu uma coisa, duas coisas, três coisas, um monte de vezes... tudo a respeito da empresa e da loja, dos produtos que vendia, mas Ela não sabia nada! Quando disse que Ela parecia não conhecer muito sobre a própria empresa, ela respondeu sonoramente: “Eu só trabalho aqui...”" (Adaptado ENADE).
Com base na situação descrita, na perspectiva do marketing de serviço, conclui-se que:
A funcionária precisa de treinamento e convergência de propósito, para agregar valor ao serviço oferecido.
A funcionária utilizou a similaridade como argumento de venda no processo de atendimento.
O gerente da empresa falhou no processo porque deveria orientar a funcionária no momento do atendimento. E o gerente da empresa deve disponibilizar um tutorial para os funcionários e para os clientes, tangibilizando o serviço.
O gerente da empresa deve focar nas razões pessoais que levaram a funcionária a oferecer um serviço inadequado.
A funcionária está desmotivada e precisa de férias para descanso para melhor atender posteriormente.
Assinale a alternativa correta. A pesquisa de marketing tornou-se nos últimos anos, indispensável para que organizações possam formular estratégias criativas e sustentáveis. Hoje, elas necessitam de informações rápidas, confiáveis e em maior quantidade, pois:
a concorrência se intensificou e os clientes estão mais exigentes, informados e sofisticados.
a concorrência é grande e o cliente, inexperiente e desleal.
a concorrência é escassa e o cliente, alienado.
o cliente está menos exigente, por isso, disposto a comprar qualquer produto/serviço.
o cliente é disputado por um número cada vez maior de concorrentes. Só será capaz de sobreviver no mercado quem corresponder às suas expectativas, criando e comercializando produtos simples e baratos.
Assinale a alternativa correta. O “P” de produto, dentro do Composto de Marketing, refere ao produto ou serviço que é ofertado ao mercado para satisfazer às necessidade do público-alvo. Refere-se também a (ao):
Os Millenials, geração de 21 a 34 anos, constituem uma força de consumo que já é realidade no Brasil. Cerca de 37% dessa geração diz que não pretende economizar, pois gosta de viver o momento e comprar por impulso, não abrindo mão do que gosta, o que inclui produtos supérfluos. Eles também são 10% mais leais às marcas líderes, por se engajarem com elas, e estão cada vez mais conectados, em busca de novas tecnologias e utilizando mídias sociais para tomar suas decisões de compra.
Texto 2
O comércio eletrônico vem ganhando aceitação no Brasil e deve expandir cerca de 43% nos próximos 4 anos. Embora o brasileiro já tenha cultura de e-commerce, esta ainda é muito concentrada em certas categorias de produtos, como eletrônicos, livros e DVDs. Por outro lado, o mercado de bens de consumo ainda apresenta oportunidades de desenvolvimento no Brasil, que hoje se destaca no meio on-line pela venda de produtos de higiene e beleza (83%). Nesse sentido, qualidade e frescor dos produtos, efetividade da entrega e equação de economia são os principais fatores que devem ser superados. (Adaptado ENADE).
Considerando os dados fornecidos pela pesquisa da agência, é correto afirmar que:
o consumidor entre 21 e 34 anos está preocupado com o seu futuro no médio e longo prazo e, por isso, planeja suas compras.
o consumidor de e-commerce superou o medo de alguns entraves, como problemas com a entrega dos produtos, em favor de preços mais vantajosos.
o consumidor on-line, que vem crescendo uma média de 43% ao ano, privilegia categorias de bens duráveis como eletrônicos.
o consumidor brasileiro é caracterizado por privilegiar as compras on-line de bens não duráveis.
o consumidor Millenial se contrapõe ao das demais gerações, que procuram ajustar suas demandas de consumo ao rendimento pessoal.
Diante do escopo de marketing em que abordamos os tipos de demanda, responda adequadamente qual o tipo de ação apropriada para o conceito a seguir:
"É um estilo de marketing que pode ser utilizado nos casos de demanda declinante, onde a procura é menor num instante do que era em períodos anteriores."
de conversão.
de estímulo.
de desenvolvimento.
de redução
de revitalização.
Nos anos de 1930, Charles Chaplin encantou o mundo com o filme Tempos Modernos, no qual representa um operário de uma grande indústria que trabalha sem saber ou pensar sobre o que está fazendo. Em contraposição a essa ideia, quando as pessoas sabem o que estão produzindo, para que serve, como será utilizado e, principalmente, quais são os benefícios disso para o mundo, tendem a trabalhar mais motivadas. (BRUM, A. M. Marketing de A a Z: como alinhar o pensamento das pessoas à estratégia da empresa. São Paulo: Integrare Editora, 2010 (adaptado).
Nesse contexto, avalie as afirmações a seguir.
I. Para que haja engajamento dos funcionários, é preciso desenvolver ações de marketing e de melhoria da comunicação interna, que esclareçam o sentido do que fazem na empresa e sintam orgulho disso.
II. A informação, produto da comunicação interna, é uma estratégia de aproximação da empresa com seu público interno e, portanto, campanhas informativas podem resolver problemas de falta de credibilidade e insatisfação, além de estimularem a motivação.
III. Ao adotar um processo de comunicação interna, a empresa deve esperar 100% de resultado em nível de informação, integração e motivação, assegurando-se que todos os funcionários perceberam de forma uniforme o que foi realizado.
É correto o que se afirma em:
I e II, apenas.
III, apenas.
I, II e III.
II e III, apenas.
I, apenas.
A questão 09 da avaliação do ENADE (Exame Nacional do Ensino Médio) de 2015 aplicada aos concluintes dos Cursos de Gestão trata da s atividades do marketing. Sobre esta temática analise a citação abaixo retirada da questão e adaptada
Leia o texto abaixo, e utilizando sua percepção do Marketing, faça o que se pede:
"Eu estou chocado com esta situação! Não acreditava no que estava ouvindo! Eu perguntei à pessoa que me atendeu uma coisa, duas coisas, três coisas, um monte de vezes... tudo a respeito da empresa e da loja, dos produtos que vendia, mas Ela não sabia nada! Quando disse que Ela parecia não conhecer muito sobre a própria empresa, ela respondeu sonoramente: “Eu só trabalho aqui...”" (Adaptado ENADE).
Com base na situação descrita, na perspectiva do marketing de serviço, conclui-se que:
A funcionária precisa de treinamento e convergência de propósito, para agregar valor ao serviço oferecido.
A funcionária utilizou a similaridade como argumento de venda no processo de atendimento.
O gerente da empresa falhou no processo porque deveria orientar a funcionária no momento do atendimento. E o gerente da empresa deve disponibilizar um tutorial para os funcionários e para os clientes, tangibilizando o serviço.
O gerente da empresa deve focar nas razões pessoais que levaram a funcionária a oferecer um serviço inadequado.
A funcionária está desmotivada e precisa de férias para descanso para melhor atender posteriormente.
Assinale a alternativa correta. A pesquisa de marketing tornou-se nos últimos anos, indispensável para que organizações possam formular estratégias criativas e sustentáveis. Hoje, elas necessitam de informações rápidas, confiáveis e em maior quantidade, pois:
a concorrência se intensificou e os clientes estão mais exigentes, informados e sofisticados.
a concorrência é grande e o cliente, inexperiente e desleal.
a concorrência é escassa e o cliente, alienado.
o cliente está menos exigente, por isso, disposto a comprar qualquer produto/serviço.
o cliente é disputado por um número cada vez maior de concorrentes. Só será capaz de sobreviver no mercado quem corresponder às suas expectativas, criando e comercializando produtos simples e baratos.
Assinale a alternativa correta. O “P” de produto, dentro do Composto de Marketing, refere ao produto ou serviço que é ofertado ao mercado para satisfazer às necessidade do público-alvo. Refere-se também a (ao):
de conversão.
de estímulo.
de desenvolvimento.
de redução
de revitalização.
Nos anos de 1930, Charles Chaplin encantou o mundo com o filme Tempos Modernos, no qual representa um operário de uma grande indústria que trabalha sem saber ou pensar sobre o que está fazendo. Em contraposição a essa ideia, quando as pessoas sabem o que estão produzindo, para que serve, como será utilizado e, principalmente, quais são os benefícios disso para o mundo, tendem a trabalhar mais motivadas. (BRUM, A. M. Marketing de A a Z: como alinhar o pensamento das pessoas à estratégia da empresa. São Paulo: Integrare Editora, 2010 (adaptado).
Nesse contexto, avalie as afirmações a seguir.
I. Para que haja engajamento dos funcionários, é preciso desenvolver ações de marketing e de melhoria da comunicação interna, que esclareçam o sentido do que fazem na empresa e sintam orgulho disso.
II. A informação, produto da comunicação interna, é uma estratégia de aproximação da empresa com seu público interno e, portanto, campanhas informativas podem resolver problemas de falta de credibilidade e insatisfação, além de estimularem a motivação.
III. Ao adotar um processo de comunicação interna, a empresa deve esperar 100% de resultado em nível de informação, integração e motivação, assegurando-se que todos os funcionários perceberam de forma uniforme o que foi realizado.
É correto o que se afirma em:
I e II, apenas.
III, apenas.
I, II e III.
II e III, apenas.
I, apenas.
A questão 09 da avaliação do ENADE (Exame Nacional do Ensino Médio) de 2015 aplicada aos concluintes dos Cursos de Gestão trata da s atividades do marketing. Sobre esta temática analise a citação abaixo retirada da questão e adaptada
Leia o texto abaixo, e utilizando sua percepção do Marketing, faça o que se pede:
"Eu estou chocado com esta situação! Não acreditava no que estava ouvindo! Eu perguntei à pessoa que me atendeu uma coisa, duas coisas, três coisas, um monte de vezes... tudo a respeito da empresa e da loja, dos produtos que vendia, mas Ela não sabia nada! Quando disse que Ela parecia não conhecer muito sobre a própria empresa, ela respondeu sonoramente: “Eu só trabalho aqui...”" (Adaptado ENADE).
Com base na situação descrita, na perspectiva do marketing de serviço, conclui-se que:
A funcionária precisa de treinamento e convergência de propósito, para agregar valor ao serviço oferecido.
A funcionária utilizou a similaridade como argumento de venda no processo de atendimento.
O gerente da empresa falhou no processo porque deveria orientar a funcionária no momento do atendimento. E o gerente da empresa deve disponibilizar um tutorial para os funcionários e para os clientes, tangibilizando o serviço.
O gerente da empresa deve focar nas razões pessoais que levaram a funcionária a oferecer um serviço inadequado.
A funcionária está desmotivada e precisa de férias para descanso para melhor atender posteriormente.
Assinale a alternativa correta. A pesquisa de marketing tornou-se nos últimos anos, indispensável para que organizações possam formular estratégias criativas e sustentáveis. Hoje, elas necessitam de informações rápidas, confiáveis e em maior quantidade, pois:
a concorrência se intensificou e os clientes estão mais exigentes, informados e sofisticados.
a concorrência é grande e o cliente, inexperiente e desleal.
a concorrência é escassa e o cliente, alienado.
o cliente está menos exigente, por isso, disposto a comprar qualquer produto/serviço.
o cliente é disputado por um número cada vez maior de concorrentes. Só será capaz de sobreviver no mercado quem corresponder às suas expectativas, criando e comercializando produtos simples e baratos.
Assinale a alternativa correta. O “P” de produto, dentro do Composto de Marketing, refere ao produto ou serviço que é ofertado ao mercado para satisfazer às necessidade do público-alvo. Refere-se também a (ao):
I e II, apenas.
III, apenas.
I, II e III.
II e III, apenas.
I, apenas.
A questão 09 da avaliação do ENADE (Exame Nacional do Ensino Médio) de 2015 aplicada aos concluintes dos Cursos de Gestão trata da s atividades do marketing. Sobre esta temática analise a citação abaixo retirada da questão e adaptada
Leia o texto abaixo, e utilizando sua percepção do Marketing, faça o que se pede:
"Eu estou chocado com esta situação! Não acreditava no que estava ouvindo! Eu perguntei à pessoa que me atendeu uma coisa, duas coisas, três coisas, um monte de vezes... tudo a respeito da empresa e da loja, dos produtos que vendia, mas Ela não sabia nada! Quando disse que Ela parecia não conhecer muito sobre a própria empresa, ela respondeu sonoramente: “Eu só trabalho aqui...”" (Adaptado ENADE).
Com base na situação descrita, na perspectiva do marketing de serviço, conclui-se que:
A funcionária precisa de treinamento e convergência de propósito, para agregar valor ao serviço oferecido.
A funcionária utilizou a similaridade como argumento de venda no processo de atendimento.
O gerente da empresa falhou no processo porque deveria orientar a funcionária no momento do atendimento. E o gerente da empresa deve disponibilizar um tutorial para os funcionários e para os clientes, tangibilizando o serviço.
O gerente da empresa deve focar nas razões pessoais que levaram a funcionária a oferecer um serviço inadequado.
A funcionária está desmotivada e precisa de férias para descanso para melhor atender posteriormente.
Assinale a alternativa correta. A pesquisa de marketing tornou-se nos últimos anos, indispensável para que organizações possam formular estratégias criativas e sustentáveis. Hoje, elas necessitam de informações rápidas, confiáveis e em maior quantidade, pois:
a concorrência se intensificou e os clientes estão mais exigentes, informados e sofisticados.
a concorrência é grande e o cliente, inexperiente e desleal.
a concorrência é escassa e o cliente, alienado.
o cliente está menos exigente, por isso, disposto a comprar qualquer produto/serviço.
o cliente é disputado por um número cada vez maior de concorrentes. Só será capaz de sobreviver no mercado quem corresponder às suas expectativas, criando e comercializando produtos simples e baratos.
Assinale a alternativa correta. O “P” de produto, dentro do Composto de Marketing, refere ao produto ou serviço que é ofertado ao mercado para satisfazer às necessidade do público-alvo. Refere-se também a (ao):
A funcionária precisa de treinamento e convergência de propósito, para agregar valor ao serviço oferecido.
A funcionária utilizou a similaridade como argumento de venda no processo de atendimento.
O gerente da empresa falhou no processo porque deveria orientar a funcionária no momento do atendimento. E o gerente da empresa deve disponibilizar um tutorial para os funcionários e para os clientes, tangibilizando o serviço.
O gerente da empresa deve focar nas razões pessoais que levaram a funcionária a oferecer um serviço inadequado.
A funcionária está desmotivada e precisa de férias para descanso para melhor atender posteriormente.
Assinale a alternativa correta. A pesquisa de marketing tornou-se nos últimos anos, indispensável para que organizações possam formular estratégias criativas e sustentáveis. Hoje, elas necessitam de informações rápidas, confiáveis e em maior quantidade, pois:
a concorrência se intensificou e os clientes estão mais exigentes, informados e sofisticados.
a concorrência é grande e o cliente, inexperiente e desleal.
a concorrência é escassa e o cliente, alienado.
o cliente está menos exigente, por isso, disposto a comprar qualquer produto/serviço.
o cliente é disputado por um número cada vez maior de concorrentes. Só será capaz de sobreviver no mercado quem corresponder às suas expectativas, criando e comercializando produtos simples e baratos.
Assinale a alternativa correta. O “P” de produto, dentro do Composto de Marketing, refere ao produto ou serviço que é ofertado ao mercado para satisfazer às necessidade do público-alvo. Refere-se também a (ao):
a concorrência se intensificou e os clientes estão mais exigentes, informados e sofisticados.
a concorrência é grande e o cliente, inexperiente e desleal.
a concorrência é escassa e o cliente, alienado.
o cliente está menos exigente, por isso, disposto a comprar qualquer produto/serviço.
o cliente é disputado por um número cada vez maior de concorrentes. Só será capaz de sobreviver no mercado quem corresponder às suas expectativas, criando e comercializando produtos simples e baratos.