A rope connect two masses, M₁ = 8 kg., and M₂ = 5 kg. They are initially held at the same height above the ground, h₁ = 1.5 m, with the left (larger) mass connected by a spring to the ground. When the masses are released, M₁ goes down .25 m, and M₂ goes up .25 m. The spring is initially uncompressed. Both masses are initially and finally at rest. The objective of this problem is to find the value of k for this spring using conservation of energy. h₁ M₁ 1.5m M₁: PEgi . What are the values of the initial potential energies of each mass and the spring? Get numbers for each of these. M₂: PEgi Spring PEsp = PE₁ = KE, E₁ M₂ b. What are the TOTAL PE₁, KE₁, and E₁? Get numbers for each of these. Joules Joules Joules Joules Joules Joules M₁ h₁ = 1.25 m M₂ h₂f = 1.75 m
A rope connect two masses, M₁ = 8 kg., and M₂ = 5 kg. They are initially held at the same height above the ground, h₁ = 1.5 m, with the left (larger) mass connected by a spring to the ground. When the masses are released, M₁ goes down .25 m, and M₂ goes up .25 m. The spring is initially uncompressed. Both masses are initially and finally at rest. The objective of this problem is to find the value of k for this spring using conservation of energy. h₁ M₁ 1.5m M₁: PEgi . What are the values of the initial potential energies of each mass and the spring? Get numbers for each of these. M₂: PEgi Spring PEsp = PE₁ = KE, E₁ M₂ b. What are the TOTAL PE₁, KE₁, and E₁? Get numbers for each of these. Joules Joules Joules Joules Joules Joules M₁ h₁ = 1.25 m M₂ h₂f = 1.75 m
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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Not understanding letter D
![c. What are the values of the final potential energies of each mass and the spring?
M₁ PEg=
M₂: PEgr
Spring: PEspi
PE=
d. What are the TOTAL PE, KE, and Er?
k=
KE₁ = =
E₁ =
NOTE: Some of these answers will also be in terms of k.
W₁1 =
Wg 25
Wsp
N/m
Wnet
e. Use conservation of energy to solve for k.
Joules
Joules
Joules
Joules
Joules
This answer will be in terms of k
f. Determine the work for each of the following. When calculating work, remember to consider to the
direction of the force and the direction of the displacement.
Joules
Joules
Joules
Joules](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fdd3f6337-de57-40fe-98f5-0bde06772974%2F87c16c14-967e-43ba-a3af-70b9e0fc8444%2Fk9j30nx_processed.jpeg&w=3840&q=75)
Transcribed Image Text:c. What are the values of the final potential energies of each mass and the spring?
M₁ PEg=
M₂: PEgr
Spring: PEspi
PE=
d. What are the TOTAL PE, KE, and Er?
k=
KE₁ = =
E₁ =
NOTE: Some of these answers will also be in terms of k.
W₁1 =
Wg 25
Wsp
N/m
Wnet
e. Use conservation of energy to solve for k.
Joules
Joules
Joules
Joules
Joules
This answer will be in terms of k
f. Determine the work for each of the following. When calculating work, remember to consider to the
direction of the force and the direction of the displacement.
Joules
Joules
Joules
Joules
![2. A rope connect two masses, M₁ = 8 kg., and M₂ = 5 kg. They are initially held at the same height
above the ground, h₁ = 1.5 m, with the left (larger) mass connected by a spring to the ground.
When the masses are released, M₁ goes down .25 m, and M₂ goes up .25 m.
The spring is initially uncompressed. Both masses are initially and finally at rest.
The objective of this problem is to find the value of k for this spring using conservation of energy.
M₁
h₁: = 1.5m
M₁: PEgi
a. What are the values of the initial potential energies of each mass and the spring?
Get numbers for each of these.
M₂: PEg₁ =
Spring PEspi
PE₁ =
M₂
KE₁ =
E₁ =
b. What are the TOTAL PE₁, KE,, and E₁?
Get numbers for each of these.
Joules
Joules
Joules
Joules
Joules
Joules
M₁
h₁f = 1.25 m
M₂
h₂f
= 1.75 m](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fdd3f6337-de57-40fe-98f5-0bde06772974%2F87c16c14-967e-43ba-a3af-70b9e0fc8444%2Fjd0posj_processed.jpeg&w=3840&q=75)
Transcribed Image Text:2. A rope connect two masses, M₁ = 8 kg., and M₂ = 5 kg. They are initially held at the same height
above the ground, h₁ = 1.5 m, with the left (larger) mass connected by a spring to the ground.
When the masses are released, M₁ goes down .25 m, and M₂ goes up .25 m.
The spring is initially uncompressed. Both masses are initially and finally at rest.
The objective of this problem is to find the value of k for this spring using conservation of energy.
M₁
h₁: = 1.5m
M₁: PEgi
a. What are the values of the initial potential energies of each mass and the spring?
Get numbers for each of these.
M₂: PEg₁ =
Spring PEspi
PE₁ =
M₂
KE₁ =
E₁ =
b. What are the TOTAL PE₁, KE,, and E₁?
Get numbers for each of these.
Joules
Joules
Joules
Joules
Joules
Joules
M₁
h₁f = 1.25 m
M₂
h₂f
= 1.75 m
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