Here's what I have done:
I have $$F=ma_2 -(1)$$ $$τ_c =FR = I_cα_c -(2)$$ and $$a_1 - a_2 = α_cR -(3)$$
Substituting (1) into (2) gives me $$α_c = mRa_2/I_c$$
We know that the moment of inertia of a sphere (I assumed that the bowling ball was a uniform sphere) about a line of axis going through...
Am I right to think that it's the relative acceleration that produces the horizontal force necessary for ##a_2##?
Hmm. I think I get it. My equations (1),(2) and (3) were derived from the reference frame of a stationary. But my equation (3) was odd, because the direction of rolling motion, and...
Hi there! I chanced upon this problem whilst trying to brush up my Classical Mech knowledge and found it confusing. Hope someone out there can provide an insight!
Homework Statement
A bowling ball of mass m and radius R sits on the smooth floor of a subway car. If the car has a horizontal...