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Physics Lab

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* Derive the expression shown on the site for a and s. (What the site calls s, is actually displacement or ∆x). Please note that s or ∆x is simply the distance from the starting point of the wagon to the light barrier. Remember, the wagon begins starts from rest.

* Vary the values of M, m and , so that you have 2 different combinations. Make sure that  is zero (frictionless case) for the first combination and non-zero(case with friction) for the other. For example, for you first run, M could be 100g, m = 50 g and  = 0.00. For the second run, you could take M to be 100g, m = 30 g and  = 0.25. Remember, these are just suggestions, you can (and should) think of your own values.

* For each run, make sure that you have a separate table showing at least 10 data points with s and t values). In order to get different data points, please shift the light barrier’s (LB) position, so that the value of s changes. Be careful that you do NOT change the value of any other parameter while doing this. In other words, your table would have currently have only 2 columns, with s and t vales.

* To this table, add a third column showing t2 values. In other words, if your entry in the t column is 3.209s, the corresponding entry in the t2 column would be 10.3s2.

* Use the table to make a graph of s vs. t2. Find the slope of this line. Multiply the value of slope by 2. This is your value of a from the graph

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