Find the measure of angles formed between the minute hand and hour hand of the clock at 2.30 P.M. ?
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Hours hand moves 360 deg in 12 hours
so 30 degrees in 1 hour
so 15 deg in 1/2 hour
Hours hand moves 30 + 30 + 15 deg = 75 deg in 2 hours and a half.
Minutes hand moves 360 / 2 = 180 degrees from number 12, in 30 minutes.
The angle between them is 180 - 75 = 105 degrees.
so 30 degrees in 1 hour
so 15 deg in 1/2 hour
Hours hand moves 30 + 30 + 15 deg = 75 deg in 2 hours and a half.
Minutes hand moves 360 / 2 = 180 degrees from number 12, in 30 minutes.
The angle between them is 180 - 75 = 105 degrees.
kvnmurty:
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Answered by
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WE CAN DO IT IN ANOTHER WAY ALSO
I 30*H - 11/2*M I [ I....I THIS IS CALLED MODULUS SYMBOL ]
=> I 30*2 - 11/2*30 I [ SINCE THE TIME IS 2.30 => H=2 AND M=30 ]
=> I 60 - 11*15 I
=> I 60 - 165 I
=> I -105 I
=> 105
HOPE THIS HELPS U
I 30*H - 11/2*M I [ I....I THIS IS CALLED MODULUS SYMBOL ]
=> I 30*2 - 11/2*30 I [ SINCE THE TIME IS 2.30 => H=2 AND M=30 ]
=> I 60 - 11*15 I
=> I 60 - 165 I
=> I -105 I
=> 105
HOPE THIS HELPS U
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