Problem 4 Two blocks of masses m and m2 are attached to each other via a...

Transcribed Image Text:

Problem 4 Two blocks of masses m and m2 are attached to each other via a string that is wrapped around a disk of mass M and radius R. The system is released from rest. Calculate the common speed of m and and m2 when m2 descends a distance h. (Hint: When m moves down a distance h, m moves up a distance h. I = (MR2)/(2) for the disk.) m g R R P m8 Problem 4 Two blocks of masses m and m2 are attached to each other via a string that is wrapped around a disk of mass M and radius R. The system is released from rest. Calculate the common speed of m and and m2 when m2 descends a distance h. (Hint: When m moves down a distance h, m moves up a distance h. I = (MR2)/(2) for the disk.) m g R R P m8

Answer rating: 100% (QA)

The image shows a physics problem involving two blocks of masses m and m connected by a string which is wrapped around a disk of mass M and radius R T... View the full answer