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Consider a uniform cubical box of side a on a rough floor that is to be moved by applying minimum possible force F at a point b above its centre of mass (see figure). If the coefficient of friction is \mu =0.4, the maximum possible value of 100\times \frac{b}{a} for box npt to topple before moving is
Option: 1 50
Option: 2 40
Option: 3 30
Option: 4 60
 

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