At what time between 3 and 4 o'clock are the | vedclass

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(C) To find the time when the hands of a clock are together between $3$ and $4$ o'clock,we use the formula: $	ext{Time} = \frac{60}{11} 	imes H$,whe

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$16 \frac{4}{11}$ minutes past $3$

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(C) To find the time when the hands of a clock are together between $3$ and $4$ o'clock,we use the formula: $	ext{Time} = \frac{60}{11} 	imes H$,where $H$ is the starting hour.Here,$H = 3$.Substituting the value of $H$ in the formula:$	ext{Time} = \frac{60}{11} 	imes 3 = \frac{180}{11} = 16 \frac{4}{11}$ minutes.Therefore,the hands of the clock will be together at $16 \frac{4}{11}$ minutes past $3$.

At what time between $3$ and $4$ o'clock are the hands of a clock together?

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