Atenção! Esta questão foi postada ha mais de 30 dias!
Exercício de Meia vida
Exercício:
2º Ameia-vida de um isótopo radioativo é de 2 dias, partindo de 512g, que massa restará após 2 meses?
2º Ameia-vida de um isótopo radioativo é de 2 dias, partindo de 512g, que massa restará após 2 meses?
p=2 mi=512 mf=?
n=2\2=1 mf=512\2¹ mf=256
Para calcularmos a massa final de um decaimento radioativo, temos:
m = mo/2^n (Massa final é igual a Massa inicial dividida por 2 elevado ao número de Meia-Vida)
m = 512/2^30
m = 512/1073741824
m = 0,00000047gramas
m = 47.10^-8 gramas
(A questão foi mal elaborada, o valor de massa final foge dos padrões das provas.)
0,000009g
x=2mo=512/2=256m=?m=mo/2²m=256/4m=64
Dados da questão:
tempo de meia-vida = 2 dias
massa inicial = 512g
* Pela lógica:
512g — 256g — 128g
* Pela fórmula:
m = massa inicial / 2 elevado a x (número de meias-vidas)
m = 512 / 2 elevado a 2
m = 512 / 4
m = 128g
A questão foi muito mal elaborada, o tempo que o aluno tem para executar a prova INTEIRA não é tanto, a questão tem que ser complexa até um ponto que ele consiga fazer em 3 minutos no máximo!! Estava observando os resultados e ninguém chegou a um exato..
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