A man goes up in a uniformly accelerating lift. he returns downward with the lift accelerating at the same rate. The ratio of apparent weights in the two cases is 2:1. What is the acceleration of the lift?
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apparent weight is the weight measured in the lift. It is the force exerted by a man on the floor. Let the lift be accelerating up or down with a value a m/sec². Let the mass of a person be m in the lift.
While going upward, the apparent weight is = Wu = m (g+a)
While going down, apparent weight = Wd = m (g -a )
Ratio = m (g+a) / m (g-a) = (g+a)/(g-a) = 2:1
g+a = 2g -2a => g = 3a a = g/3
While going upward, the apparent weight is = Wu = m (g+a)
While going down, apparent weight = Wd = m (g -a )
Ratio = m (g+a) / m (g-a) = (g+a)/(g-a) = 2:1
g+a = 2g -2a => g = 3a a = g/3
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Answer:
Explanation:
G/3
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