Calculate the force required to move a train of 200 quintal up on an incline plane of 1 in 50 with an acceleration of 2 ms2. The force of friction per quintal is 0.5 N?
Answers
Answered by
69
mass = m= 200 quintal or 20000 kg
sin0= 1/50
acceleration= a = 2
Force of friction = o.5 N
Force = ma
= 200 x 0.5
= 100N
While moving upwards, force required against gravity= mg sin0
= 20000 x 9.8 x 1/50
= 3920 N
Force required to produce this acceleration = 20000 x 2= 40,000 N
total force = 100 + 3920 + 40000
= 44020 N
sin0= 1/50
acceleration= a = 2
Force of friction = o.5 N
Force = ma
= 200 x 0.5
= 100N
While moving upwards, force required against gravity= mg sin0
= 20000 x 9.8 x 1/50
= 3920 N
Force required to produce this acceleration = 20000 x 2= 40,000 N
total force = 100 + 3920 + 40000
= 44020 N
Answered by
42
Explanation:
mass = m= 200 quintal or 20000 kg
sin0= 1/50
acceleration= a = 2
Force of friction = o.5 N
Force = ma
= 200 x 0.5
= 100N
While moving upwards, force required against gravity= mg sin0
= 20000 x 9.8 x 1/50
= 3920 N
Force required to produce this acceleration = 20000 x 2= 40,000 N
total force = 100 + 3920 + 40000
= 44020 N
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