Suppose the market has 70% chance of being favourable and 30% chance of being unfoavrable. A favourable market will yield a profit of N$300,000, while an unfavourable market will yield a profit of N$20,000. What is the expected monetary value in this situation?
Let X - the random variable of the profit. It may take on the values 300000 and 20000 with the probabilities 0.7 and 0.3 respectively. The expected value of X is
"\\mu=x_1\\cdot P(X=x_1)+x_2\\cdot P(X=x_2)=\\\\\n=300000\\cdot0.7+20000\\cdot0.3=216000."
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