Experiment 2- Cart attached to spring on inclined track Consider the apparatus below. Motion sensor X 0 7Fn Cart The cart (mass m) rolls down a frictionless track inclined at an angle of 0. As the cart moves, you will measure position x and velocity v. We apply the Work-Energy Theorem for the cart over a given interval (called "initial to final"). In this lab, the work done by gravity will be treated as a work term, not as a change in the associated gravitational potential energy. Question 4: Draw all the forces acting on the cart. Question 5: Write the simplest expression for the work done by each of these forces, in terms of X₁, X₁, Ax, vi, vr, g, 0 and m. If the work done equals zero for this motion, say so.

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Experiment 2-Cart attached to spring on inclined track
Consider the apparatus below.
Motion
sensor
X
7Fn
Cart
The cart (mass m) rolls down a frictionless track inclined at an angle of 0.
As the cart moves, you will measure position x and velocity v.
We apply the Work-Energy Theorem for the cart over a given interval (called "initial to final").
In this lab, the work done by gravity will be treated as a work term,
not as a change in the associated gravitational potential energy.
Question 4: Draw all the forces acting on the cart.
Question 5: Write the simplest expression for the work done by each of these forces,
in terms of x₁, X₁, Ax, vi, vr, g, 0 and m. If the work done equals zero for this motion, say so.
Question 6: Write the theoretical work-to-kinetic-energy equation (AKE = EW) for the cart,
by replacing EW with all the non-zero work expressions written above.
Transcribed Image Text:Experiment 2-Cart attached to spring on inclined track Consider the apparatus below. Motion sensor X 7Fn Cart The cart (mass m) rolls down a frictionless track inclined at an angle of 0. As the cart moves, you will measure position x and velocity v. We apply the Work-Energy Theorem for the cart over a given interval (called "initial to final"). In this lab, the work done by gravity will be treated as a work term, not as a change in the associated gravitational potential energy. Question 4: Draw all the forces acting on the cart. Question 5: Write the simplest expression for the work done by each of these forces, in terms of x₁, X₁, Ax, vi, vr, g, 0 and m. If the work done equals zero for this motion, say so. Question 6: Write the theoretical work-to-kinetic-energy equation (AKE = EW) for the cart, by replacing EW with all the non-zero work expressions written above.
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