Question

Q1. (15') (Random Variables) There is an experiment of throwing a six-sided die. Let X be the r.v. which is 1 if the number obtained is greater than two and 0 if the number obtained is less than or equal to two. (a) (5') What's the range of X? (b) (10') Calculate P(X=1) and P(X=0).

Answer 1

Hi Dear,
I have given my 100% to solve your problem.
So, please help me out by just thumbs up.
Thank you, so much

An experiment is throwing a six-sided die. "X' be the random variable which is 1 ir- the number obtained is greater than 2 and zero in the number obtained is less than or equal to two. a) of x is o and one (1) The range le Xco, t. 3 we have to calculate p(x = le le number on the upper most face of the die id 3, 4, 5, or6. P(x=1) = P{3} + P{4}+p{5}+p{r} = 5 + Ś + 5+ [P(x=1) = 4 + + to and P(x=0) le number probability of number on the uppermost face of the die is one or two le P(x=0) ap{1 3 + P {2}. E = + = P(x=0) =