probability of come 53 sunday in a ordinary year.
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Step-by-step explanation:
number of Sunday in year=52
PE=0/52
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Answered by
1
There are 53 weeks + 1 day in an ordinary year
As there is 53 weeks so there will be 53 Sundays too
So probability of coming 53 Sunday in a ordinary year will be
P(E) = Total Sunday / Total weeks
P(E) = 53/53
P(E) = 1
So probability of coming 53 Sunday in an ordinary year is 1.
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As there is 53 weeks so there will be 53 Sundays too
So probability of coming 53 Sunday in a ordinary year will be
P(E) = Total Sunday / Total weeks
P(E) = 53/53
P(E) = 1
So probability of coming 53 Sunday in an ordinary year is 1.
Mark me brainlest and thank me
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