Two fair dice, one red and the other green, are thrown.
\(A\) is the event: The score on the red die is divisible by \(3\).
\(B\) is the event: The sum of the two scores is \(9\).
Justifying your conclusion, determine whether \(A\) and \(B\) are independent.[2]
The experiment is repeated multiple times. How many times must the experiment be conducted, so that the probability that \(B\) occurs at least once exceeds \(0.98\)?[3]
Video Solution:
Default solution
Answer:(a) \(A\) and \(B\) are not independent (b) \(34\) times