8. cm up the A spring clamped to the bottom of a 11.7 ramp shoots a...

Transcribed Image Text:

8. cm up the A spring clamped to the bottom of a 11.7° ramp shoots a 110 g block directly into another 94 g steel block at rest 70 ramp. When the spring (870 N/m) is compressed 42 mm, the block travels up the ramp to collide with the second block. The perfectly elastic collision will then have both blocks move up the ramp after they collide. What then is the final maximum vertical position of each block? Assume that all surfaces are frictionless. 8. cm up the A spring clamped to the bottom of a 11.7° ramp shoots a 110 g block directly into another 94 g steel block at rest 70 ramp. When the spring (870 N/m) is compressed 42 mm, the block travels up the ramp to collide with the second block. The perfectly elastic collision will then have both blocks move up the ramp after they collide. What then is the final maximum vertical position of each block? Assume that all surfaces are frictionless.

Answer rating: 100% (QA)

To solve this problem we need to first calculate the initial velocity of the 110 g block when it is ... View the full answer