You push a heavy box of mass 50 kg with a force of 150 N. The box was initially at rest and after 3 seconds, it has a speed of 6 m/s. If friction is the only other horizontal force on the box apart from the force you exert, find the magnitude of friction force in the direction of motion of the box
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Answer : m = 50 kg
F = 150 N
u = 0
v = 6 m/s
t = 3 s
According to motion equation
v = u + a* t
6 = 0 + a* 3
6/3 = a
a = 2m/s
Net force = m* a
External force - friction force = 50* 2
150 - f = 100
So, f = 150 - 100
= 50 N
F = 150 N
u = 0
v = 6 m/s
t = 3 s
According to motion equation
v = u + a* t
6 = 0 + a* 3
6/3 = a
a = 2m/s
Net force = m* a
External force - friction force = 50* 2
150 - f = 100
So, f = 150 - 100
= 50 N
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