Question

If in a particular year, ${16}^{th}June$ was Friday, then the first Friday in July of that year will fall on which date?

• A. $5^{th}July$
• B. $6^{th}July$
• C. $7^{th}July$
• D. $8^{th}July$

Answer 1

The correct option is C $7^{th}July$

${16}^{th}$ June was Friday.

So, next Friday will be on $16+7={23}^{rd}$ June, then $23+7={30}^{th}$ June.

Since, June is of $30$ days, so next Friday will be on $7^{th}$ July.

Hence, option C is correct.