Find out the probability of getting 53 fridays and 53 saturdays in a leap year?
Answers
Answered by
18
Total outcomes =7
(Monday,Tuesday ,Wednesday,Thursday,Friday,Saturday,Sunday)
Favourable outcome of friday=2
P(53 friday)=2/7
Favourable outcome of Saturday=2
P(53 saturday)=2/7
(Monday,Tuesday ,Wednesday,Thursday,Friday,Saturday,Sunday)
Favourable outcome of friday=2
P(53 friday)=2/7
Favourable outcome of Saturday=2
P(53 saturday)=2/7
Answered by
21
Answer:
1/7
Step-by-step explanation:
A leap contains 366 days
52*7 =364
The other 2 days will be consecutive ie(sunday,monday), (monday,tuesday),( Tuesday, Wednesday)....(friday, saturday), (Saturday, Sunday)
Out of these only one is useful ie friday and saturday
So probability of getting 53 fridays and 53 saturday is 1/7
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