(a) stationary
(b) moving downward with velocity 4 m/s
(c) moving down with acceleration 4 m/s²
(d) moving up with acceleration 4 m/s²
Doubt by Girisha
Solution :
Here
m=40 kg
We know, force experienced by his feet will be equal to the force of normal reaction (N or R) applied by the surface of the lift.
m=40 kg
We know, force experienced by his feet will be equal to the force of normal reaction (N or R) applied by the surface of the lift.
(a) When the lift is stationary then a=0
so
R=mg
R=40(9.8) = 392 N
(b) When the lift moves downward with velcity 4 m/s² then again a=0 so
R=mg
R=40(9.8) = 392 N
so
R=mg
R=40(9.8) = 392 N
(b) When the lift moves downward with velcity 4 m/s² then again a=0 so
R=mg
R=40(9.8) = 392 N
(c) When the lift moves downward with a=4 m/s² then
R=m(g-a)
R=40(9.8-4)
R=40×5.8
R=232 N
R=m(g-a)
R=40(9.8-4)
R=40×5.8
R=232 N
(d) When the lift moves upward with a=4 m/s² then
R=m(g+a)
R=40(9.8+4)
R=40×13.8
R=552 N
R=40(9.8+4)
R=40×13.8
R=552 N
Cleary force experience by his feet will be maximum when the lift is moving up with an acceleration of 4 m/s².
So, (d) moving up with acceleration 4 m/s², would be the correct option.