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Conclusion:
In this lab, we determined the speed of a glider as it slid down a frictionless incline. By
observing the initial speed, the final speed, and the time taken to complete this path we
can determine the acceleration of the cart, which should be the force of gravity. In our
calculations, we used two methods to calculate the average acceleration of the cart. First,
we graphed our v2 values versus T values including error bars and took the slope of the
line. The slope of the best fit line gave us the average acceleration. Then, we graphed the
same graph without the best fit line. On this graph, we drew two lines, one with the
maximum possible slope and minimum possible slope. Then, we took the slopes of these
two lines and averaged them together to get an average slope of the two lines. This gave
us an average acceleration of the glider. The first graph was a lot more precise because
you are taking the best fit line through all the points. The second graph lacks precision
because the data points used to take the slope are just average points and you could make
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This lab report was uploaded on 04/18/2008 for the course PHY 303K taught by Professor Turner during the Spring '08 term at University of Texas.
 Spring '08
 Turner
 Acceleration, Friction

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