If in a normal menstruating woman,menses occu | vedclass

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(B) In a normal menstrual cycle of $28$ days,ovulation typically occurs on the $14^{	ext{th}}$ day from the start of the menstrual flow.However,the q

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$18^{	ext{th}}$ April

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(B) In a normal menstrual cycle of $28$ days,ovulation typically occurs on the $14^{	ext{th}}$ day from the start of the menstrual flow.However,the question implies a cycle where the ovulation date is calculated based on the standard physiological window.If the menstrual cycle is $28$ days,the $14^{	ext{th}}$ day from $5^{	ext{th}}$ April is $18^{	ext{th}}$ April $(5 + 13 = 18)$.Therefore,the expected date of ovulation is $18^{	ext{th}}$ April.

If in a normal menstruating woman,menses occur on $5^{\text{th}}$ April,what will be the expected date of ovulation?

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