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PLease take your time and make sure the answer is correct.You might have seen a similar problem already on answers. DO NOT copyit thinking it is right as it contains different values anddimensions.
Question 9 (1 point) Axis 1 = MR² /= MR2 Axis MP 12 1= Axis I Axis 1= 2MR2 Axis Hoop about cylinder axis Solid cylinder (or disk) about cylinder axis Thin rod about axis through center to length 2R Solid sphere about any diameter Hoop about any diameter 1 = MR2 Axis 1 = M (R³+R³) MR2 | = MAN + 1= 1 1= Axis Axis Axis L 2MR2 Axis MP 12 Annular cylinder (or ring) about cylinder axis Solid cylinder (or disk) about central diameter M2+6²) 12 Thin rod about axis through one end to length Thin 2R spherical shell about any diameter. Slab about Laxis through center
Given: 1 = MR² Find: a = 2.2 m b=2.6 m B A solid cylinder of mass m and radius r is released from rest at A and rolls without sliding on the curved surface to Point B where it leaves the surface with a horizontal velocity. Knowing that a = 2.2 m and b = 2.6 m, determine the speed of the sphere as it strikes the ground at C. Your Answer: + Answer a M(a+b) A the speed of the solid cylinder as it strikes the ground at C