Energy O Pie Chart V Speed + 8 00:00.00 Speed V Stick to Track Friction 8.8 m/s None Lots Gravity 9.8 m/s 1.0 26.0 6.1 m Earth Mass 60 kg 100 0m & Grid O Normar Restart Skater O Reference Height . Slow

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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Energy
Pie Chart
8
00:00.00
Speed
Speed
V Stick to Track
Friction
8.8 m/s
None
Lots
Gravity
9.8 m/s?
1.0
26.0
6.1 m
Earth
4
Mass
60 kg
100
2
PIET
0 m
Grid
Normai
Restart Skater
Reference Height
Slow
Energy Skate Park
PHET.:
Intro
Measure
Graphs
Playground
Cigure 1
Interface of the DhET neray Skate Dark Simulation The track is already conctructed bere - VOu chould emulate thic decian
3
Transcribed Image Text:Energy Pie Chart 8 00:00.00 Speed Speed V Stick to Track Friction 8.8 m/s None Lots Gravity 9.8 m/s? 1.0 26.0 6.1 m Earth 4 Mass 60 kg 100 2 PIET 0 m Grid Normai Restart Skater Reference Height Slow Energy Skate Park PHET.: Intro Measure Graphs Playground Cigure 1 Interface of the DhET neray Skate Dark Simulation The track is already conctructed bere - VOu chould emulate thic decian 3
Analysis:
Using energy conservation, find vg in terms of H, y, m, and other constants (e.g. g or n).
Hint: What will you take as your initial and final states?
Using energy conservation and/or other methods, find v in terms of H, y, m, and other constants (e.g. g
or n).
Hint: What will you take as your initial and final states? Do you need to break this up?
Using energy conservation and/or other methods, find x in terms of H, y, m, and other constants (e.g. g
or n).
Hint: You can use a prior result to help! Try finding x first, then squaring.
Transcribed Image Text:Analysis: Using energy conservation, find vg in terms of H, y, m, and other constants (e.g. g or n). Hint: What will you take as your initial and final states? Using energy conservation and/or other methods, find v in terms of H, y, m, and other constants (e.g. g or n). Hint: What will you take as your initial and final states? Do you need to break this up? Using energy conservation and/or other methods, find x in terms of H, y, m, and other constants (e.g. g or n). Hint: You can use a prior result to help! Try finding x first, then squaring.
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