Between 1 hour and 12 hours,how many times wi | vedclass

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(A) The hour hand and the minute hand coincide once every hour.However,between $12$ o'clock and $1$ o'clock,they do not coincide.In a $12$-hour cycle,

Vedclass · Accepted Answer

$11$

Vedclass · Answer

(A) The hour hand and the minute hand coincide once every hour.However,between $12$ o'clock and $1$ o'clock,they do not coincide.In a $12$-hour cycle,the hands coincide exactly $11$ times.These coincidences occur at approximately $12:00, 1:05, 2:10, 3:16, 4:21, 5:27, 6:32, 7:38, 8:43, 9:49,$ and $10:54$.Therefore,between $1$ hour and $12$ hours,the hands will be together $11$ times.

Between $1$ hour and $12$ hours,how many times will the hour hand and minute hand be together? (in times)

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