From the data how would you relate the acceleration of the cart to the total mass of the hover puck if the mass of the hanging object is constant?

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Chapter1: Units, Trigonometry. And Vectors
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Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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From the data how would you relate the acceleration of the cart to the total mass of the hover puck if the mass of the hanging object is constant?

Part II. Newton's Law Lab with Photogates (Varying hanging mass)
Length of card (m)
Hover puck mass, mi (kg)
0.20
Experimental
Accepted
Hanging
Mass, ma
(kg)
Midtime.
1
(s)
Average
velocity 1
(m/s)
Average
velocity 2
(m/s)
Midtime
Value of
Value of
% Error
2 (s)
Acceleration
Acceleration
(m/s)
(m/s)
3.26m/s
0.10
1.481
1.7751
1.39m/s
2.38m/s
3.37m/s
3.37
0.20
3.4062
3.6482
1.72m/s
2.86m/s
4.71m/s
4.9m/s
3.88
0.30
1.6662
1.8862
1.9m/s
3.16m/s
5.72m/s
5.88m/s
2.72
0.40
2.1162
2.3242
1.97m/s
3.35m/s
6.63m/s
6.53m/s
1.53
0.50
1.2681
1.4681
2.03m/s
3.55m/s
7.6m/s
7m/s^2
8.57
Graph of acceleration vs hanging mass
a
3
1
0.10
0.20
0.30
0.40
0.50
Transcribed Image Text:Part II. Newton's Law Lab with Photogates (Varying hanging mass) Length of card (m) Hover puck mass, mi (kg) 0.20 Experimental Accepted Hanging Mass, ma (kg) Midtime. 1 (s) Average velocity 1 (m/s) Average velocity 2 (m/s) Midtime Value of Value of % Error 2 (s) Acceleration Acceleration (m/s) (m/s) 3.26m/s 0.10 1.481 1.7751 1.39m/s 2.38m/s 3.37m/s 3.37 0.20 3.4062 3.6482 1.72m/s 2.86m/s 4.71m/s 4.9m/s 3.88 0.30 1.6662 1.8862 1.9m/s 3.16m/s 5.72m/s 5.88m/s 2.72 0.40 2.1162 2.3242 1.97m/s 3.35m/s 6.63m/s 6.53m/s 1.53 0.50 1.2681 1.4681 2.03m/s 3.55m/s 7.6m/s 7m/s^2 8.57 Graph of acceleration vs hanging mass a 3 1 0.10 0.20 0.30 0.40 0.50
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