3. The length of the string is L The mass of the ball attached to it is M The spring constant is k The amount of energy lost during the swing đue to friction is U The acceleration due to gravity is g The angle the string makes with the vertical is initially 8 When the string compresses the spring, the string will be perfectly vertical a. In terms of the variables L, M, k, U, 6 and g write an expression for the maximum amount by which the spring will be compressed when the ball is released and is then in contact with it. i.e. Write: Ax = (where this right side of the equation will have all of those variables in some form) b. Now, what is Ax if L= 1m м- 100kg k= 100 kg/s? U= 0.1 Joule g= 10 m/s and 0 = 45° c. What is Ax if all of those variables from part b are kept the same, but you raise the mass up to angle of 90 degrees to start?

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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3.
The length of the string is L
The mass of the ball attached to it is M
The spring constant is k
The amount of energy lost during the swing đue to friction is U
The acceleration due to gravity is g
The angle the string makes with the vertical is initially 8
When the string compresses the spring, the string will be perfectly vertical
a. In terms of the variables L, M, k, U, 6 and g write an expression for the maximum amount by
which the spring will be compressed when the ball is released and is then in contact with it.
i.e. Write:
Ax = (where this right side of the equation will have all of those variables in some form)
b. Now, what is Ax if
L= 1m
м- 100kg
k= 100 kg/s?
U= 0.1 Joule
g= 10 m/s
and 0 = 45°
c. What is Ax if all of those variables from part b are kept the same, but you raise the mass up to
angle of 90 degrees to start?
Transcribed Image Text:3. The length of the string is L The mass of the ball attached to it is M The spring constant is k The amount of energy lost during the swing đue to friction is U The acceleration due to gravity is g The angle the string makes with the vertical is initially 8 When the string compresses the spring, the string will be perfectly vertical a. In terms of the variables L, M, k, U, 6 and g write an expression for the maximum amount by which the spring will be compressed when the ball is released and is then in contact with it. i.e. Write: Ax = (where this right side of the equation will have all of those variables in some form) b. Now, what is Ax if L= 1m м- 100kg k= 100 kg/s? U= 0.1 Joule g= 10 m/s and 0 = 45° c. What is Ax if all of those variables from part b are kept the same, but you raise the mass up to angle of 90 degrees to start?
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