Question: Q. Let $X$ random variable have a normal distribution of $mu$ average $sigma$ standard deviation. In this case: $c$ to be determined. $$ P(X leq

$Q. Let $X$ random variable have a normal distribution of $\mu$$

Q. Let $X$ random variable have a normal distribution of $\mu$ average $\sigma$ standard deviation. In this case: $c$ to be determined. $$ P(X \leq c)=2 P(X>c) $$ 10) $E(X)=10$ and $\operatorname{Var}(X)=4$ are given for the $X$ random variable. According to this; Find a lower limit for $P(3

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