PHY 151- Lab M1

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University at Buffalo *

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Course

151

Subject

Physics

Date

Dec 6, 2023

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docx

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7

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VI-1 Pan with Teflon Bottom: m p = 64.2 g m (g) m t (g) m s (g) 200.0 264.2 55.0 200.0 264.2 55.0 200.0 264.2 90.0 200.0 264.2 40.0 200.0 264.2 60.0 400.0 464.2 115.0 400.0 464.2 130.0 400.0 464.2 100.0 400.0 464.2 105.0 400.0 464.2 100.0 600.0 664.2 170.0 600.0 664.2 160.0 600.0 664.2 165.0 600.0 664.2 160.0 600.0 664.2 180.0 800.0 864.2 190.0 800.0 864.2 225.0 800.0 864.2 220.0 800.0 864.2 240.0 800.0 864.2 230.0 1000.0 1064.2 260.0 1000.0 1064.2 280.0 1000.0 1064.2 260.0 1000.0 1064.2 240.0 1000.0 1064.2 290.0
Slope, S 0.2615 Uncertainty in Slope, σ s 0.01084425 Intercept, B -8.8883 Uncertainty in Intercept, σ b 7.8286318 The slope of the line can be written as S= m s m t and using the relationship m s = μ k ∙m t we can rearrange this equation to state μ k = m s m t , which would make S = μ k . Hence the slope of the graph is equal to the coefficient of kinetic friction. Additionally, the uncertainty in slope correlates to the uncertainty in μ k . Therefore, using the values from above: S = m s m t = μ k VI-2 Pan with Rubber Bottom: m p’ = 127.8 g m (g) m t (g) m s (g) 100.0 227.8 80.0 100.0 227.8 80.0 100.0 227.8 90.0 μ k ±σ μ k = 0.26 ± 0.01 g
100.0 227.8 85.0 100.0 227.8 95.0 200.0 327.8 110.0 200.0 327.8 125.0 200.0 327.8 115.0 200.0 327.8 135.0 200.0 327.8 115.0 300.0 427.8 160.0 300.0 427.8 150.0 300.0 427.8 180.0 300.0 427.8 170.0 300.0 427.8 160.0 400.0 527.8 205.0 400.0 527.8 200.0 400.0 527.8 195.0 400.0 527.8 200.0 400.0 527.8 200.0 500.0 627.8 240.0 500.0 627.8 230.0 500.0 627.8 220.0 500.0 627.8 230.0 500.0 627.8 215.0 Slope, S 0.362 Uncertainty in Slope, σ s 0.01283338
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