A block of inertia \(m\) is attached to a block of inertia \(2 m\) by a light string draped over a uniform disk of inertia \(3 m\) and radius \(R\) that can rotate on a horizontal axle (Figure P11.66). Initially, the block of inertia \(m\) is held in place so that the string is taut. When this block is released and so is free to move, what is its speed after it has risen a height \(h\) ? Ignore friction between disk and axle.

Data from Figure P11.66

Transcribed Image Text:

3m R 2m