12Mω²⁰(R−r)²
Mω²⁰R²
32Mω²⁰(R−r)
Mω²⁰(R−r)²
K=1/2Mv²c+1/2Icω²K=1/2M(ω²(R−r))²+1/2MR²ω²⁰K=1/2Mω²⁰R²(1−r/R)²+1/2Mω²⁰R²r<<Rr/R→0K=1/2Mω²)R²+1/2Mω²)R²K=Mω²⁰R²Hence correct answer is D.