A spring is compressed so that when released it pushes a block across a frictionless surface. The block eventually comes to a frictionless ramp which it slides up until coming to a brief stop.

A$)$ Energy Bar Charts: Fint the bolowing:

$($The actual values do not matter but be sure to be consistent with the rollowing. each bar for all parts$)$

Draw energy bar charts for the system when the spring is compressed and held at rest.

b$)$ Draw a force diagram and work bar chart for any work done to the system while the spring is decompressing to its normal state.

c$)$ Draw energy bar charts for the system when the spring is fully decompressed and the block is sliding across the level surface.

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Draw a force diagram and work bar chart for any work done to the system while the block slides up from the bottom of the ramp to a stop.

e$)$ Draw energy bar charts for the system when the block is momentarily at rest at the top of the ramp

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B$)$ Write an equation for the following in terms of the spring constant $($k$),$ the spring deformation $($ x $),$ the mass of the block $($ m $),$ the angle of incline in the ramp $()$ and any Andamental physical constants.

a$)$ The velocity, vof the block after being launched from the spring

b$)$ The net forre artinn on the hinek while elidine in the ramn

c$)$ The distance, d$,$ that the block will slide up the ramp before stopping