A 450 g block lies on a frictionless surface. It is pushed against a spring with spring constant 2.5 x 10° Nm-1, compressing it a distance of 5.5 cm from its equilibrium position. It is held stationary at this point, labelled A. The block is then released. Its moves past its equilibrium position, B, along a flat section. It then moves up an inclined slope to a height of 50 cm at C. x = 5.5 cm wwww A B x = 0 v > www А В 50 cm m a. Describe the mechanical energy changes as the block moves from points A to C. b. Find the elastic potential energy at point A. c. Find the block's speed when it reaches point C.

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A 450 g block lies on a frictionless surface. It is pushed against a spring with spring constant
2.5 x 10° Nm-1, compressing it a distance of 5.5 cm from its equilibrium position. It is held
stationary at this point, labelled A. The block is then released. Its moves past its equilibrium
position, B, along a flat section. It then moves up an inclined slope to a height of 50 cm at C.
x = 5.5 cm
wwww
A B
x = 0 v >
www
А В
50 cm
m
a. Describe the mechanical energy changes as the block moves from points A to C.
b. Find the elastic potential energy at point A.
c. Find the block's speed when it reaches point C.
Transcribed Image Text:A 450 g block lies on a frictionless surface. It is pushed against a spring with spring constant 2.5 x 10° Nm-1, compressing it a distance of 5.5 cm from its equilibrium position. It is held stationary at this point, labelled A. The block is then released. Its moves past its equilibrium position, B, along a flat section. It then moves up an inclined slope to a height of 50 cm at C. x = 5.5 cm wwww A B x = 0 v > www А В 50 cm m a. Describe the mechanical energy changes as the block moves from points A to C. b. Find the elastic potential energy at point A. c. Find the block's speed when it reaches point C.
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