Help with question 9C.
I thought of using normal distribution formula here but the information was not enough for that. Then dumbly thought of using joint conditional probability but with the information given I couldnt use it because the event is independent. I am stuck; can anyone please give me any hints of how to solve it. Thanks.
I thought of using normal distribution formula here but the information was not enough for that. Then dumbly thought of using joint conditional probability but with the information given I couldnt use it because the event is independent. I am stuck; can anyone please give me any hints of how to solve it. Thanks.