what is the probability that an year will have 53 tuesdays
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Answered by
2
2/7
An year has 52 weeks and 2 days.
So there are 52 Tuesdays for sure.
For remaining two days, possible outcomes are
( Mon,Tue)(Tue,Wed)(Wed,Thus)(Thus,Fri)(Fri,Sat)(Sat,,Sun)
So, number of possible outcomes is 7
Number of favourable outcomes is 2
So, probability is 2/7
An year has 52 weeks and 2 days.
So there are 52 Tuesdays for sure.
For remaining two days, possible outcomes are
( Mon,Tue)(Tue,Wed)(Wed,Thus)(Thus,Fri)(Fri,Sat)(Sat,,Sun)
So, number of possible outcomes is 7
Number of favourable outcomes is 2
So, probability is 2/7
kushanaanandp4ac8a:
Leap year me 2 hota hai na dude
Answered by
1
Hey,
As one year has 52 weeks and one day.
52 weeks means 52 Sunday to Saturdays.
So for 53 Tuesdays the one day left has to be Tuesday.
Favorable outcome = 1
Total outcome=7( as it can be Sunday to Saturday).
So probability that a year will have 53 Tuesdays= 1/7.
Hope it helps.
Correct me if I am wrong.
As one year has 52 weeks and one day.
52 weeks means 52 Sunday to Saturdays.
So for 53 Tuesdays the one day left has to be Tuesday.
Favorable outcome = 1
Total outcome=7( as it can be Sunday to Saturday).
So probability that a year will have 53 Tuesdays= 1/7.
Hope it helps.
Correct me if I am wrong.
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