Question

Asked Oct 28, 2019

A small cart with low friction wheels is attached to a sturdy wall with a high quality spring that has negligible internal damping. Use a coordinate system where the cart is at equilibrium when the carts indicator points to 0. The cart at rest is shown in the figure at the right. The cart has a mass of 0.750 kg and the spring constant is 12 N/m. You may use a graph more than once and if there is no graph that correctly describes the variable, put N. |

Step 1

The formula for the time period of the oscillation is:

Step 2

Substitute the known values and solve as:

Step 3

Now, observe the provided graphs. The time period of the graph A and graph G is 1.57 s. For rest of the gra...

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