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The position of a block attached to a spring is given by x(t) = (5.7 cm) cos[2t/(0.62 s)]. a. Draw the position as a

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The position of a block attached to a spring is given by x(t) = (5.7 cm) cos[2t/(0.62 s)]. a. Draw the position as a function of time graph for the first 2 complete cycles. (3) b. What is the amplitude of the block's motion. (1) c. What is the time period, T of the block's motion? What is the frequency, of the block's motion? (1) d. What is the first time the block is at the position x=0? (1) e. When is the block first at the position x = 5.7 cm? (1) f. What is the second time the block is at the position x=0? (1) g. If the spring constant k for the spring is 2170 N/m, what is maximum potential energy, in Joules, that can be stored by this mass-spring system? (2)

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