Data publicação: 19 de dezembro de 2016
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Jovens entre 14 e 24 anos são os mais atingidos pelo desemprego, segundo texto da Carta de Conjuntura nº 33, divulgada hoje (19), em Brasília, pelo Instituto de Pesquisa Econômica Aplicada (Ipea).

Enquanto a taxa total de desemprego alcançou 11,8% no terceiro trimestre deste ano, entre os jovens dessa faixa etária chegou a 27,7%. O desemprego também afeta mais os trabalhadores com ensino médio incompleto (taxa de 21,4%).

O Ipea diz ainda que, até meados de 2016, o aumento do desemprego, apesar de ter sido substancial, foi atenuado devido ao fato de muitas pessoas que perderam emprego terem se tornado trabalhadoras por conta própria. Contudo essa tendência se reverteu no terceiro trimestre de 2016, quando se observou uma queda dos ocupados por conta própria, acrescentou o Ipea.

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

Rendimento

Segundo o Ipea, o terceiro trimestre de 2016 não apresentou melhoras na evolução do rendimento médio do trabalho.

A média de rendimentos ficou em R$ 2.017, R$ 50 abaixo do observado no mesmo período de 2015. No entanto, no cálculo do trimestre encerrado em outubro, a média subiu ligeiramente para R$ 2.025.

A análise do Ipea foi feita com base em microdados da Pesquisa Nacional por Amostra de Domicílios Contínua (Pnadc) e nos informes detalhados do Cadastro Geral de Empregados e Desempregados (Caged), do Ministério do Trabalho.

Agência Brasil