Question

the probability of the month of april in a non leap year having 5 sunday is

Answer 1

In order for April to have five Sundays, it must begin on a Saturday or a Sunday. There are 303 non-leap years in every 400-year cycle of the Gregorian calendar. Of them, 43 have Aprils that begin on Saturdays, and 43 have Aprils that begin on Sundays.

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Answer 2

Answer:

2/7

Step-by-step explanation:

Total No. of days=7

no. of weeks(mostly) = 4

so, 7×4= 28days

now, month of April has 30 days

therefore we will subtract 28 from 30

30-28= 2days

so, No. of favourable outcome= 2days

and No. of total outcome = 7 days

therefore, P(A) = 2/7

Non Leap year- is just given to confuse you

If it would be for month of January

the, 31(No. of days in January month) - 28

= 31-28=3

therefore, No. of favourable outcome= 3

and No. of total outcome= 7

therefore, P(A) = 3/7

HOPE IT HELPS YOU...