In: Statistics and Probability
Let f(x) = b(x+1), x = 0, 1, 2, 3 be the probability mass function (pmf) of a random variable X, where b is constant.
A. Find the value of b
B. Find the mean μ
C. Find the variance σ^2
A. The value of b=0.1
B. The value of mean μ= 2
C.The value of variance σ^2 = 1
The detailed answer is given in the attached file. Hope this helps.