It is given that in a group of 5 Executives in an organisation, the probability of 3 of them not having the same birthday is 0.962. What is the probability that the 3 executives have the same birthday?
Let the event wherein 3 executives having the same birthday be E
Given, P(E) = 0.962
We know,
P(E)+P(not E) = 1
Or, P(not E) = 1–0.962 = 0.038
∴ The probability that the 3 executives have the same birthday is 0.038.