Problems on
Probability:
1. A bag contains 4
red, 1 blue and 2 green balls. Two balls are drawn at random. What’s the probability
that none of the balls are blue?
Solution:
Total
Balls = 4+2+1 = 7
n(S)
= 7C2 = 21.
n(E)
= 6C2 = 15
P(E) =
n(E)/ n(S)
= 15/21
= 5/7.
2. In a box, there
are 6 red, 8 blue and 5 green balls. One ball is picked up randomly. What’s the
probability that it is neither or blue?
Solution:
Total
Balls = 6+8+5 = 19
n(S)
= 19C1 = 19
n(E)
= 5C1 = 5
P(E) =
n(E)/ n(S)
= 5/19.

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