Among four children A, B, C and D, find the probability that no two of them were born on the same day of a week.
O a. 25/49
O b. 120/343
c. 20/49
O d. 24/49
Answers
Answered by
1
answer:
120/343
Step-by-step explanation:
.Correct option is
C
120/343
Four people are chosen,
If no people have same birthdays then everyone has a different birthday.
So, the probability that no two people have same birthday is =
7
7
×
7
6
×
7
5
×
7
4
=
343
120
.
∴ Option C is correct.
Hence, the answer is
343
120
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