Para
resolução da questão em análise, faz-se necessário o conhecimento da
departamentalização funcional.
Diante disso, vamos a uma breve
conceituação:
A departamentalização funcional
ou por funções é o resultado da agregação de tarefas de acordo com a função
organizacional. Deste modo, agrupa-se as atividades pela similaridade da tarefa
e com isso tem como característica principal a especialização, dado que os
empregados estão reunidos por especialidade ou tarefa sob uma única chefia.
Como exemplo, imagine um departamento jurídico com apenas advogados.
Sobral (2008) lista as principais vantagens e desvantagens da departamentalização
funcional, que são descritas na tabela abaixo:
![](data:image/png;base64,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)
(Sobral e Peci, 2008, p. 264)
Ante o exposto, apesar da questão está correta ao afirmar que a departamentalização funcional é a mais comum, está errada ao afirmar
que ela não poderá evoluir para outra forma mais complexa, dado que ela pode
evoluir para a forma de organização matricial.
A estrutura matricial é fruto de
uma junção entre a estrutura funcional
(vertical) e estrutura divisional (divisional), geralmente de projeto ou produto,
para conseguir melhor adaptação ao ambiente e resultados. É bastante utilizada
em projetos ou produtos que demandem a utilização de pessoas com diferentes
habilidades.
Gabarito do Professor: ERRADO.
Fonte:
SOBRAL, F.; PECI, A. Administração: teoria e prática no contexto
brasileiro. São Paulo: Prentice Hall, 2008.