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## Homework Statement

Two masses are connected by a string that is passed over a massless pulley. At t=0, the 6-kg mass is moving upwards at 2m/s, while the 4-kg mass is descending at the same speed.

How far will the 6-kg mass rise before it stops?

## Homework Equations

KE= 1/2*m*v^2

PEg: m*g*h

## The Attempt at a Solution

- I considered the entire system (both blocks) as the system, with no external forces acting - only gravity is at play.

- Same speed is mentioned, so there is no acceleration.

- The tension between the two blocks is the same, as the string is massless.

- I determined that initially: there is KE and PEg - and final state only has PEg. I set both equal to each other, (as indicated on the attached photo tweet), but am having a difficult time determining next-steps.

Any input is appreciated.