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The expected value of a probability function, when probability is measured on a scale of 0 to 1, coincides  with it's

(a) Mean

(b) Variance

(c) Standard deviation

(d) None of them

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admin asked Apr 1, 2020
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If $P$ is risk probability, $L$ is loss, then Risk Exposure $(RE)$ is computed as.$RE = P/L$ $RE = P + L$$RE = P \ast L$$RE = 2 \ast P \ast L$