A block of mass m on frictionless ground is pushed against a spring of spring constant k, and the spring is compressed by a length of As. After it is released, it passes over a small patch of frictional surface with length d and coefficient of kinetic friction Hg. The block then slides up a curved ramp. What is the height h that the block is able to reach, after having emerged from the small patch on the other side? h m How many times can the block pass this patch before it finally stops on the patch?
A block of mass m on frictionless ground is pushed against a spring of spring constant k, and the spring is compressed by a length of As. After it is released, it passes over a small patch of frictional surface with length d and coefficient of kinetic friction Hg. The block then slides up a curved ramp. What is the height h that the block is able to reach, after having emerged from the small patch on the other side? h m How many times can the block pass this patch before it finally stops on the patch?
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