The situation shown in the figure, all surfaces are frictionless. Masses of blocks B and C are 1 kg and 2kg, respectively. Find the mass of the blocks A for which theblock B remains stationary with respect to block C.
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answer is 6.
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Detailed Solution
Taking blocks B and C as a system, Nsin30∘=mB+mCa0(leftward).Here, N is normal reaction between A and C.From free body diagram of block B in the frame of block C. mBgsin30∘=mBa0cos30∘∴ a0=103m/s2From free body diagram of block A in the frame of block CN+mAa0sin30∘=mAgcos30∘or mB+mCa0sin30∘+mAa0sin30∘=mAgcos30∘or 3×103×2+mA×1023=mA×10×32∴mA=6kg
The situation shown in the figure, all surfaces are frictionless. Masses of blocks B and C are 1 kg and 2kg, respectively. Find the mass of the blocks A for which theblock B remains stationary with respect to block C.