The probability of the month of August in any | vedclass

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(C) The month of August has $31$ days.$31$ days consist of $4$ full weeks and $3$ extra days.$4 	imes 7 = 28$ days.$31 - 28 = 3$ extra days.The possi

Vedclass · Accepted Answer

$\frac{3}{7}$

Vedclass · Answer

(C) The month of August has $31$ days.$31$ days consist of $4$ full weeks and $3$ extra days.$4 	imes 7 = 28$ days.$31 - 28 = 3$ extra days.The possible combinations for these $3$ consecutive days are:$1$. (Monday,Tuesday,Wednesday)$2$. (Tuesday,Wednesday,Thursday)$3$. (Wednesday,Thursday,Friday)$4$. (Thursday,Friday,Saturday)$5$. (Friday,Saturday,Sunday)$6$. (Saturday,Sunday,Monday)$7$. (Sunday,Monday,Tuesday)Out of these $7$ possibilities,the cases where Monday occurs are:(Monday,Tuesday,Wednesday),(Saturday,Sunday,Monday),and (Sunday,Monday,Tuesday).There are $3$ favorable outcomes.Therefore,the probability is $\frac{3}{7}$.

The probability of the month of August in any year having $5$ Mondays is ..........

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