Name Ashley Mesina Net Force Particle Model Quiz 1: Modified Atwood's Machine Date Pd The experiment you just completed looks something like the apparatus pictured below, where a falling mass tows a cart by string that passes over a pulley. Friction can be ignored. FW 1. In the space to the right of the figure sketch a force diagram for the cart on the table. 2. Suppose that the hanging mass is 120g. Calculate the net force on the system. m=120kg 3. If the mass of the cart was increased but the hanging mass remained the same, how would the acceleration be affected? Explain how you know in terms of net force and system mass. 4. If masses on the cart were moved from the cart to the hanger, how would the acceleration be affected? Explain how you know in terms of net force and system mass. 5. For a system mass of 600 g and a hanging weight of 0.50 N, determine the acceleration of the system. Modeling Instruction 2013 1 U5 Net Force - quiz
Name Ashley Mesina Net Force Particle Model Quiz 1: Modified Atwood's Machine Date Pd The experiment you just completed looks something like the apparatus pictured below, where a falling mass tows a cart by string that passes over a pulley. Friction can be ignored. FW 1. In the space to the right of the figure sketch a force diagram for the cart on the table. 2. Suppose that the hanging mass is 120g. Calculate the net force on the system. m=120kg 3. If the mass of the cart was increased but the hanging mass remained the same, how would the acceleration be affected? Explain how you know in terms of net force and system mass. 4. If masses on the cart were moved from the cart to the hanger, how would the acceleration be affected? Explain how you know in terms of net force and system mass. 5. For a system mass of 600 g and a hanging weight of 0.50 N, determine the acceleration of the system. Modeling Instruction 2013 1 U5 Net Force - quiz
Glencoe Physics: Principles and Problems, Student Edition
1st Edition
ISBN:9780078807213
Author:Paul W. Zitzewitz
Publisher:Paul W. Zitzewitz
Chapter4: Forces In One Dimension
Section: Chapter Questions
Problem 66A
Related questions
Question

Transcribed Image Text:Name Ashley Mesina
Net Force Particle Model Quiz 1:
Modified Atwood's Machine
Date
Pd
The experiment you just completed looks something like the apparatus pictured below, where a
falling mass tows a cart by string that passes over a pulley. Friction can be ignored.
FW
1. In the space to the right of the figure sketch a force diagram for the cart on the table.
2.
Suppose that the hanging mass is 120g. Calculate the net force on the system.
m=120kg
3. If the mass of the cart was increased but the hanging mass remained the same, how would the
acceleration be affected? Explain how you know in terms of net force and system mass.
4. If masses on the cart were moved from the cart to the hanger, how would the acceleration be
affected? Explain how you know in terms of net force and system mass.
5. For a system mass of 600 g and a hanging weight of 0.50 N, determine the acceleration of the
system.
Modeling Instruction 2013
1
U5 Net Force - quiz
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