Answer:
Expected value = 3.385
Explanation:
If an individual gets to benefit from an insurance policy, he will take insurance policy.
Expected value = (Probability of an event × Pay off for dying) - [(1-Probability of an event) × Pay off for living]
Expected value = (0.246% × $100,000) - [(1-0.246%) × $250]
Expected value = ($246) - [0.99754 × $250]
Expected value = ($246) - [249.385]
Expected value = 3.385