A particle is moving with constant acceleration 3m/s due west has an initial velocity of 2m/s due east find distance covered in fith second of its motion ? answer with problem
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QUESTION - A particle is moving with constant acceleration 3m/s due west has an initial velocity of 2m/s due east find distance covered in fith second of its motion ?
ANSWER ------
Initial velocity (u) = 2 m/sec towards east
time (t) = 5 sec
Acceleration (a) = (-3) m/sec towards east = 3 m/sec towards west
USING SECOND LAW OF MOTION
distance covered (s) = ut + 1/2 a (t square)
s = 2 × 5 + 1/2 × (-3) × 5 × 5
s = 10 + -75/2
s = (20 - 75) / 2
s = -55 / 2
s = -27.5 m
Since distance covered can never be negative therefore distance covered = + 27.5 m
>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>
ANSWER = 27.5 m
>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>
ANSWER ------
Initial velocity (u) = 2 m/sec towards east
time (t) = 5 sec
Acceleration (a) = (-3) m/sec towards east = 3 m/sec towards west
USING SECOND LAW OF MOTION
distance covered (s) = ut + 1/2 a (t square)
s = 2 × 5 + 1/2 × (-3) × 5 × 5
s = 10 + -75/2
s = (20 - 75) / 2
s = -55 / 2
s = -27.5 m
Since distance covered can never be negative therefore distance covered = + 27.5 m
>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>
ANSWER = 27.5 m
>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>
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