You hang a 175 g mass on a spring and start it oscillating with an amplitude of 7 cm and a phase constant of −π/3.
a. If the spring stretched 16 cm when you first hang the mass on it, how long will one oscillation take?
b. Draw a position vs. time graph for two cycles of motion. Consider the position y = 0 to be the equilibrium position of the mass hanging on the spring.
c. Will the velocity be (positive or negative) and (increasing or decreasing or at a turning point) at t = 0.5s?
d. Will the acceleration be (positive or negative) and (increasing or decreasing or at a turning point) at t = 0.5s?
e. Will the force be (positive or negative) and (increasing or decreasing or at a turning point) at t = 0.5s?
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