Among 2 children, a child may equally be a boy or a girl if the probability that exactly one of them is a boy is p, then 6 p=

Question

Among 2 children, a child may equally be a boy or a girl if the probability that exactly one of them is a boy is p, then 6 p= (A) 1 (B) 2 (C) 3 (D) 4

Tardigrade Admin · Accepted Answer

Required probability = p = 2 C 1((1/2))((1/2))=(1/2) ∴ 6 p=3

Q. Among $2$ children, a child may equally be a boy or a girl if the probability that exactly one of them is a boy is $p$ , then $6 p =$