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Ano: 2016
Banca:
Quadrix
Órgão:
CRQ 18° Região - PI
Prova:
Quadrix - 2016 - CRQ 18° Região - PI - Auxiliar de Serviços Gerais |
Q717566
Português
Texto associado
As 12 substâncias químicas
que causam mais problemas hormonais
Uma organização americana1 dedicada a estudar
os efeitos ambientais sobre a saúde das pessoas e animais
divulgou uma lista com as substâncias químicas2 que mais
causam danos ao corpo por provocar alterações hormonais.
Esses compostos são os chamados desreguladores
endócrinos – uma vez em contato com o organismo, eles
imitam a ação de hormônios naturais3
, alterando a ação ou
a quantidade deles no corpo.
“Nós estamos rotineiramente expostos a esses
desreguladores endócrinos e isso tem um potencial de
prejudicar de forma significativa a saúde dos jovens. É
importante fazermos o que estiver ao nosso alcance para
evitá-los”, diz Renee Sharp, diretor de pesquisa do
Environmental Working Group (EWG), que elaborou a lista.
Para fazer a lista, os pesquisadores do EWG
reuniram uma série de artigos científicos4
sobre os efeitos
dessas substâncias na saúde das pessoas. Segundo os
especialistas do grupo, os desreguladores endócrinos
podem ser muitas vezes encontrados em alimentos, água,
embalagens e produtos de consumo, como os de limpeza e
cosméticos. A exposição a esses compostos já foi associada
a diversos5 problemas: entre eles danos à fertilidade e à
cognição e um maior risco de câncer.
Entre os itens da lista do EWG, está o bisfenol A
(BPA), um composto químico presente6 principalmente em
alguns objetos de plástico e latas de alumínio. A substância
vem sendo alvo de uma série de pesquisas científicas, que
já encontraram uma relação entre o BPA e problemas de
fertilidade, obesidade, câncer, entre outras condições.
Estudos como esses fizeram com que a Agência Nacional de
Vigilância Sanitária (Anvisa) proibisse, em setembro de
2011, a comercialização de mamadeiras com a presença do
composto.
(veja.abril.com.br)
Analise bem as colunas a seguir: na coluna da esquerda
estão listados adjetivos retirados do texto (identificados
com números de 1 a 6); na coluna da direita estão listados
substantivos retirados do texto (identificados com letras de
a a f).
![Imagem associada para resolução da questão](data:image/png;base64,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)
Encontre as relações estabelecidas no texto entre esses substantivos e esses adjetivos, para então assinalar a correta correspondência entre eles, de 1 a 6.
Encontre as relações estabelecidas no texto entre esses substantivos e esses adjetivos, para então assinalar a correta correspondência entre eles, de 1 a 6.