A body of weight 14 g appears to weight 13 g when weighed by a spring balance in a moving lift. The acceleration of the lift at that moment was

ANS:B - 0.7 m/sec²

T = m1a+mg
In an initial case when mass is it\'s original form such as 14g then there was no acceleration i.e a=o.
So, T=0+mg or T=.0014*9.8 = 0.1372 kgm/sec^2.
Now in the second case when there is downward acceleration. The mass appears to be 13g
So, T=m2a+m2g.

Putting values = .1372=.0013(a)+.0013*9.81.
Solving for a.= a=0.75m/sec^2.