A woman with a typical 28 ; text{day} menstru | vedclass

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$(C)$ In a typical $28 \; 	ext{day}$ menstrual cycle, ovulation occurs around the $14^{th}$ day.Since the ovum remains viable for about $24 \; 	ext{

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$12-15 \; 	ext{days}$

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$(C)$ In a typical $28 \; 	ext{day}$ menstrual cycle, ovulation occurs around the $14^{th}$ day.Since the ovum remains viable for about $24 \; 	ext{hours}$ and sperm can remain viable in the female reproductive tract for up to $48-72 \; 	ext{hours}$, the fertile period is considered to be around the time of ovulation.Therefore, sexual intercourse between the $12^{th}$ and $15^{th}$ day of the cycle provides the highest probability of fertilization due to the $LH$ surge and subsequent release of the ovum.

$A$ woman with a typical $28 \; \text{day}$ menstrual cycle is most likely to become pregnant as a result of sexual intercourse on which days of the cycle?

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