Question

Assume that we have a fair five-sided die with the numbers 1 through 5 on
its sides. What is the probability that each of the numbers 1 through 5 will
be rolled? If we roll two of these dice, what is the range of possible totals of
the values showing on the two dice? What is the chance that each of these
totals will be rolled?

Answer 1

ms:- Ü the soll What is the probability that each of numben rolled I through 5 will be two of these dice what is the range of possible totals of the valus showing two dice chance that each al there total will be rolled the on what is the Ans. Total sample space - { 1, 2, 3, 4, 5} Probability that each of the numbers 1 through rolled 2/3 5 will Po 2 6 2. 3 5 5,176 ($12)* 16.35€ (5/4)51515 )-10 (1,1)=281273 12, 354 (14) s 15). (2,, D:3 (2, 2)4(2,3)=(2,456125 ) = 7 (3))24 (3, 2)5(3,3)6 (3,4713,5) = 8 4 (4,1).5(4,2)=614,37714/4)=814,5 )=9 5,1)=7 ) sis Possible outcomes af total = {2, 3, 4, 5, 6, 7, 8, 9, 100 chances of getting 2 an Total = 1 Pa 6 as totale 5 chances of getting 3 as a total Po7 totale 25 y chancer af getting af getting 4 as a total 3 P.fo as totale chances of getting 5 as a total 4 Pag as totala 25 as to tal= 125 25 25 2 25 3 To - 2 bio 25

chances that each of tatal testal will be rolled out 1. g ( Possible outcome af total )