what is the probability of having 52 sundays in a normal ( non - leap ) year?
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A non leap year has 365 days, so, we can have 52 weeks (52 x 7=364 days) and we're left with one day extra (365–364=1). This day can be any one of the seven different days and since we already had 52 Sundays because we already completed 52 weeks, we don't want this extra day to be a Sunday. So, the no. of favorable days are 6 and total possibilities are 7. This the answer is 6/7.
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the probability is 1/7 because a normal year has 52 weeks and 1 odd day... that odd day can be any one of the seven days ... thats y the probability will be 1/7
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The probability is 1/7
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