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Part 2: Graphical Analysis of Data For many spring-mass systems, the amount a spring stretches when it suspends a mass is proportional to the amount of mass supported by the spring. This is called Hooke's law. We will test that here. Un-0.004 Un= Directions: Suspend a hanger on a spring and record the position of the bottom of the hanger. Add a known mass to the hanger and record the position of the hanger and calculate the displacement of the spring. WATCH SIG. FIGS.! Initial Position of Hanger: 37.2cm

Part 2: Graphical Analysis of Data For many spring-mass systems, the amount a spring stretches when it suspends a mass is proportional to the amount of mass supported by the spring. This is called Hooke's law. We will test that here. Un-0.004 Un= Directions: Suspend a hanger on a spring and record the position of the bottom of the hanger. Add a known mass to the hanger and record the position of the hanger and calculate the displacement of the spring. WATCH SIG. FIGS.! Initial Position of Hanger: 37.2cm

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
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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you 20.01 Part 2: Graphical Analysis of Data For many spring-mass systems, the amount a spring stretches when it suspends a mass is proportional to the amount of mass supported by the spring. This is called Hooke's law. We will test that here. Un -0.004 Directions: Suspend a hanger on a spring and record the position of the bottom of the hanger. Add a known mass to the hanger and record the position of the hanger and calculate the displacement of the spring. WATCH SIG. FIGS.! FORE 15.03 25.04 35.06 Mass (grams) 5 Initial Position of Hanger: 37.2cm Table 4- Mass vs. Displacement 45.07. 65.12 85.171 105.111 110.31 115.361 Position (cm) 37-8 391 40.4 41.6 42.8 95.6 48.4 511 डान्व Displacement Mass/Position (cm) 0.5 1.9 ३.२ ५.५ 5.6 8.4 13.9 14.7 15.3 y-intercept=_ (grams/cm) B 7.9 CS Scanned with CamScanner SD: un= 0.0004 7.8 8.0 8.0 2.8 7.60 2.56 7.50 7.60 Analysis 1. Plot mass of spring versus displacement of spring (y vs. x). Perform a fit using y=mx+b and correctly report the slope and y-intercept. Copy and paste the graph below. Don't forget a figure caption. Slope= Displacement
Transcribed Image Text:you 20.01 Part 2: Graphical Analysis of Data For many spring-mass systems, the amount a spring stretches when it suspends a mass is proportional to the amount of mass supported by the spring. This is called Hooke's law. We will test that here. Un -0.004 Directions: Suspend a hanger on a spring and record the position of the bottom of the hanger. Add a known mass to the hanger and record the position of the hanger and calculate the displacement of the spring. WATCH SIG. FIGS.! FORE 15.03 25.04 35.06 Mass (grams) 5 Initial Position of Hanger: 37.2cm Table 4- Mass vs. Displacement 45.07. 65.12 85.171 105.111 110.31 115.361 Position (cm) 37-8 391 40.4 41.6 42.8 95.6 48.4 511 डान्व Displacement Mass/Position (cm) 0.5 1.9 ३.२ ५.५ 5.6 8.4 13.9 14.7 15.3 y-intercept=_ (grams/cm) B 7.9 CS Scanned with CamScanner SD: un= 0.0004 7.8 8.0 8.0 2.8 7.60 2.56 7.50 7.60 Analysis 1. Plot mass of spring versus displacement of spring (y vs. x). Perform a fit using y=mx+b and correctly report the slope and y-intercept. Copy and paste the graph below. Don't forget a figure caption. Slope= Displacement
you 20.01 Part 2: Graphical Analysis of Data For many spring-mass systems, the amount a spring stretches when it suspends a mass is proportional to the amount of mass supported by the spring. This is called Hooke's law. We will test that here. Un -0.004 Directions: Suspend a hanger on a spring and record the position of the bottom of the hanger. Add a known mass to the hanger and record the position of the hanger and calculate the displacement of the spring. WATCH SIG. FIGS.! FORE 15.03 25.04 35.06 Mass (grams) 5 Initial Position of Hanger: 37.2cm Table 4- Mass vs. Displacement 45.07. 65.12 85.17 105.111 110.31 115.361 Position (cm) 37-8 391 40.4 41.6 42.8 95.6 48.4 511 डान्व Displacement Mass/Position (cm) 0.5 1.9 ३.२ ५.५ 5.6 8.4 13.9 14.7 15.3 y-intercept=_ (grams/cm) B CS Scanned with CamScanner 7.9 SD: un= 0.0004 7.8 8.0 8.0 2.8 7.60 2.56 7.50 7.60 Analysis 1. Plot mass of spring versus displacement of spring (y vs. x). Perform a fit using y=mx+b and correctly report the slope and y-intercept. Copy and paste the graph below. Don't forget a figure caption. Slope= Displacement
Transcribed Image Text:you 20.01 Part 2: Graphical Analysis of Data For many spring-mass systems, the amount a spring stretches when it suspends a mass is proportional to the amount of mass supported by the spring. This is called Hooke's law. We will test that here. Un -0.004 Directions: Suspend a hanger on a spring and record the position of the bottom of the hanger. Add a known mass to the hanger and record the position of the hanger and calculate the displacement of the spring. WATCH SIG. FIGS.! FORE 15.03 25.04 35.06 Mass (grams) 5 Initial Position of Hanger: 37.2cm Table 4- Mass vs. Displacement 45.07. 65.12 85.17 105.111 110.31 115.361 Position (cm) 37-8 391 40.4 41.6 42.8 95.6 48.4 511 डान्व Displacement Mass/Position (cm) 0.5 1.9 ३.२ ५.५ 5.6 8.4 13.9 14.7 15.3 y-intercept=_ (grams/cm) B CS Scanned with CamScanner 7.9 SD: un= 0.0004 7.8 8.0 8.0 2.8 7.60 2.56 7.50 7.60 Analysis 1. Plot mass of spring versus displacement of spring (y vs. x). Perform a fit using y=mx+b and correctly report the slope and y-intercept. Copy and paste the graph below. Don't forget a figure caption. Slope= Displacement
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