If A and B are two independents events. If P(A) = 0.6 and P(ACUB) = 0.6, then calculate the value of P(B).
Consider the following probability function of a random variable X such that
P(X) = 0.7 if X=0
0.3 if X= 1
Then calculate the variance of X.
Two dice each numbered from 1 to 6 are thrown together. Let A and B be two events given by
A: even number on the first dice.
B: number on the second dice is greater than 4
What is the value of P(AՈB) and P(AUB) respectively?
A point is randomly selected with uniform probability within the square in x-y plane bounded by x=0 to x=2 and y=0 to y=2. Find the expected value of L2 where L is length of the line segment.
Two independent random variable X and Y are uniformly distributed in the interval of (-2, 2). The probability that max (X.Y) is less than 1 is
Question 6Multiple Correct Options
A die is tossed 180 times. If the probability of 6 turning up atleast 35 times is calculated through normal distribution which of the following computations are corrected for the above Data?
(Area under the normal b/w and is 0.35)
[Multiple Select Question]