Consider the experiment of rolling two dice.
a) What is the probability of obtaining a sum of
ninenine?
b) What is the probability of obtaining a sum of
fourfour
or less?
c) What is the probability of obtaining a sum of
tenten
or more?
Solution-A:
favourable events for getting nine is
{(4,5),(5,4),(3,6),(6,3)}=4
when 2 dice are rolled total outcomes=6^2=36
P(getting 9)=4/36=1/9
Solution-B:
favorable events of obtaining a sum of four or less
(1,1)(1,2),(2,1),(1,3)(3,1)(2,2)=6
when 2 dice are rolled total outcomes=6^2=36
P(getting 4 or less)=6/36=1/6
Solution-c:
favorable events of obtaining a sum of ten or more
(4,6)(6,4)(5,5)(5,6)(6,5)(6,6)=6
when 2 dice are rolled total outcomes=6^2=36
P(getting 10 or more0=6/36=6/36=1/6
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