hey Guys please answer my question and explain this sum also.... Please
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Answered by
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.....Any non-leap year has 52 weeks and 1 day.
52×7=364
so ..1 extra day to make it 365. Also, the probability of any day being one of the 7 is 1/7, given that no other information is given.
the probability of the 1 extra day being a Friday is 1/7
OR
The probability for a non-leap year i.e 365 days
52 weeks = 364 days
So the other one day may be Monday, Tuesday, Wednesday, Thursday, Friday, Saturday, Sunday
Probability = favorable outcomes/all possible outcomes = 1/7
ɧԾρe ɿԵ ɧeʅρՏ ՎԾՄ
52×7=364
so ..1 extra day to make it 365. Also, the probability of any day being one of the 7 is 1/7, given that no other information is given.
the probability of the 1 extra day being a Friday is 1/7
OR
The probability for a non-leap year i.e 365 days
52 weeks = 364 days
So the other one day may be Monday, Tuesday, Wednesday, Thursday, Friday, Saturday, Sunday
Probability = favorable outcomes/all possible outcomes = 1/7
ɧԾρe ɿԵ ɧeʅρՏ ՎԾՄ
if u have doubt u can c one more ans i hav give 2 ans
1 week 7 days
Ma ki choot
Answered by
1
Hope it will help you sis.....
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