[Solved] Let X be a normal variable (µ=0, σ =10). Find the value A and B that make each of the following true: Pr (x≤ |A|)=0.1587 , Pr (x>|B|)=0.30
Question: Let X be a normal variable (µ=0, \(\sigma =10\) ). Find the value A and B that make each of the following true:
\[\begin{aligned} & \Pr \left( x\le |A| \right)=0.1587 \\ & \Pr \left( x>|B| \right)=0.30 \\ \end{aligned}\]
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