Find the angle between the hour and minute hands of a clock when the time is 3:10
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35° will be the answer because, when the hoir hand moves 1 hour, the angle will be of 1/6th so we want to take 30×1/6 + 30.
If you have any doubts don't forget to ask me.
If you have any doubts don't forget to ask me.
Answered by
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as if the hour hand at 12 and minute hand at 5 then angle between them will be 30°
since total angle is 360° divided in 12 parts so 360/12 = 30°
given time is 3:10 that means the same case as 12:05 so angle will be 30°
but at 3:10 hour hand will not be exactly at 3 so in that case 30*1/6 = 5 will be added to the result
so answer will be 30°+5° = 35°
since total angle is 360° divided in 12 parts so 360/12 = 30°
given time is 3:10 that means the same case as 12:05 so angle will be 30°
but at 3:10 hour hand will not be exactly at 3 so in that case 30*1/6 = 5 will be added to the result
so answer will be 30°+5° = 35°
Anonymous:
since hour hand at 3
and minute hand at 2 at 3:10
How as Hour hand moves down?
so angle will be 360/12= 30°
At 3:10 , hour hand will not be at exact 3
oh ya i forgot that
thing
yup
It may shift clockwise by 5 ° .
Please mark Prakash Roy's answer as the brainliest.
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