A pair of (red & blue dice) fair 6-sided dice are thrown simultaneously. Use X &...

Transcribed Image Text:

A pair of (red & blue dice) fair 6-sided dice are thrown simultaneously. Use X & Y as described. X = 2 + last digit of your student ID. [If your ID is 19300012, then X = 2 + 2 = 4]. Y = 1 + first digit of your student ID. [If your ID is 19300012, then Y = 1 + 1 = 21 Now, find the probability of getting: a) X as the sum b) A sum less than X c) An odd number on first d) A doublet of even numbers e) A doublet of non-prime numbers f) A doublet (two dice landing on the same value) g) An odd number on one and a multiple of Y on the other h) An even number on one and an odd number on the other A pair of (red & blue dice) fair 6-sided dice are thrown simultaneously. Use X & Y as described. X = 2 + last digit of your student ID. [If your ID is 19300012, then X = 2 + 2 = 4]. Y = 1 + first digit of your student ID. [If your ID is 19300012, then Y = 1 + 1 = 21 Now, find the probability of getting: a) X as the sum b) A sum less than X c) An odd number on first d) A doublet of even numbers e) A doublet of non-prime numbers f) A doublet (two dice landing on the same value) g) An odd number on one and a multiple of Y on the other h) An even number on one and an odd number on the other