The correct option is
D Friction force on block A and D is rightwards.
Kinetic Friction opposes relative slipping. Its acts opposite to the direction of relative velocity.
Velocity of block E w.r.t D,
→vED=2^i−^i=^i
For D, E appears to be moving rightwards, hence friction force on E will be leftwards and on D will be rightwards.
Velocity of block D w.r.t C,
→vDC=^i−3^i=−2^i
For C, D appears to be moving lefttwards, hence friction force on D will be rightwards and on C will be lefttwards.
Velocity of B w.r.t A,
→vBA=5^i−(−5^i)=10^i
For A, B appears to be moving rightwards, hence friction force on B will be leftwards and on A will be rightwards.
Velocity of B w.r.t C,
→vBC=5^i−(3^i)=2^i
For C, B appears to be moving rightwards, hence friction force on B will be leftwards and on A will be rightwards.