calculate the angle traced by the minute hand between 12.05 and 12.47
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Answered by
2
252 degree is the answer. In each minute the minute hand moves 6 degree
Answered by
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On completing one rotation, the minute hand completes 360°.
So, in 1 minute, the minute hand covers an angle of:
60 min ----- 360°
1 min ------- (?)
=1*360/60
=6°
Thus, in one minute, the minute hand covers an angle of 6°.
The difference (in minutes) between 12:05 and 12:47 is of 42 minutes.
So, the angle between them is:
42 * 6
=252°
Thus, the minute hand of clock traces an angle of 252° between 12:05 and 12:47.
So, in 1 minute, the minute hand covers an angle of:
60 min ----- 360°
1 min ------- (?)
=1*360/60
=6°
Thus, in one minute, the minute hand covers an angle of 6°.
The difference (in minutes) between 12:05 and 12:47 is of 42 minutes.
So, the angle between them is:
42 * 6
=252°
Thus, the minute hand of clock traces an angle of 252° between 12:05 and 12:47.
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