In the figure above, an object of mass M = 2.1 kg is dropped from a distance h = 0.43 meter above an uncompressed spring. The spring has a constant of k = 210 N/m. The object becomes attached to the spring upon collision.
(a)Â Â Calculate the speed of the object when it collides with the spring.
(b)Â Â Determine how far the spring has moved when the object reaches maximum speed.
(c)Â Â Â On the grid below make a graph of the acceleration a of the block as a function of time t for two oscillations. The horizontal axis is scaled for the values of time T and 2T where T is the period of oscillation. Let t = 0 when the object is at its lowest position.
(d)Â Â On the grid below make a graph of the kinetic energy K of the block as a function of time t for two oscillations. The horizontal axis is scaled for the values of time T and 2T where T is the period of oscillation. Let t = 0 when the object is at its lowest position.
(e)Â Â Describe how the period of oscillation of the object could be changed to one-half its current value. Explain your reasoning.
Answers: 2
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In the figure above, an object of mass M = 2.1 kg is dropped from a distance h = 0.43 meter above an...
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