GABARITO E RESOLUÇÃO DA UNESP 15/ 11/2017
CONFIRAM!
RESOLUÇÕES DO XQUIMICA
69-Considere
os elementos K, Co, As e Br, todos localizados no
quarto período da Classificação Periódica. O elemento de maior
densidade e o elemento mais eletronegativo são,
respectivamente,
(A) K e
As.
(B) Co e
Br.
(C) K e
Br.
(D) Co e
As.
(E) Co e K.
RESOLUÇÃO:
Maior densidade = Co
![](data:image/png;base64,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)
Maior densidade = Co
Maior eletronegativade=
Br= halogênio, os mais eletronegativos.
ALTERNATIVA – B
70- Bicarbonato
de sódio sólido aquecido se decompõe, produzindo carbonato
de sódio sólido, além de água e dióxido de
carbono gasosos. O gráfico mostra os resultados de um
experimento em que foram determinadas as massas de
carbonato de sódio obtidas pela decomposição de diferentes massas de bicarbonato de
sódio.
RESOLUÇÃO:
Pegar dois pontos do gráfico, um correspondente ao carbonato de sódio
e o seu referente no valor, de bicarbonato de sódio;
VALOR DE K = M Na2 CO3 = 20 = 0,6
M NHCO3 30
ALTERNATIVA D
71
RESOLUÇÃO :
Definição de ppm= 1 mg de soluto para 1 kgde solvente = 106
gramas de solvente
Cálculos: valor do ppm mínimo:
0,2 g / 106 g = 0,2 x 10 -6 g de cloro
Valor do ppm máximo:
5,0/106 g = 5,0x10-6 gramas de cloro
Cálculo da média = (0,2 + 5,0) x 10-6 / 2 =
2,6 ppm
ALTERNATIVA C
Nenhum comentário:
Postar um comentário