SOLUTION: I'm stuck. Any help would be really appreciated. We throw two fair dices. Let Random Integral that gives the outcome of i dice, for i=1,2. i) Define an appropriate space of

Question 860383: I'm stuck. Any help would be really appreciated.

We throw two fair dices. Let Random Integral that gives the outcome of i dice, for i=1,2.

i) Define an appropriate space of probability that describes the above experiment.

ii) Find the probability and equation of distribution of X1.

iii) Find the probability of random variable Z=7-X1. What do you observe?

iv) Find the probability of random variable Z=X1+X2.

v) What is the the most probable value for the sum of the two dices?

vi) What is the average value of the sum of the two dices?
Found 2 solutions by richwmiller, math1239028:
Answer by richwmiller(17219) (Show Source): You can put this solution on YOUR website!
One gambling cube is call a "die" and two or more of these cubes are called "dice."
"Dices" is a verb meaning to cut up into small pieces.

Answer by math1239028(4) (Show Source): You can put this solution on YOUR website!
@richwmiller This site is to answer to people's problems and share our solutions with them, but definitely NOT correct their mistakes or make irrelevant and off topic answers regarding their math problem. You chose the wrong site to do that. A lot of your answers are actually like that and probably that's why your number of answers is that high. You forgot the ending "-ed" at the word "call", by the way. I wanted to act like you did. Sorry. Couldn't help it.
Regarding the OP now, you can look up here for an answer: #860623 .
A tutor was willing to help you with your problem even though you posted it twice.
Good luck with your homework!
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