Number 2 If the total mass of the system were constant, what would a graph of acceleration a function of hanging mass look like ? What would it’s slope be ? BackgroundThe two-body system shown below consists of a glider of mass M, attached to a hangerof mass m, by a light string that passes over a light pulley that has negligible friction:GliderSmart PulleymI Mass hangerThe acceleration of this two-body system can be derived using Newton's 2nd Law, andturns out to bemga =m + MOrhanging massa =total massIf the total mass (m + M) of the system is kept constant, the acceleration is directlyproportional to the hanging mass.By transferring incremental weights from the glider cart to the hanger, we will vary thehanging mass, while keeping the total mass of the system constant.71 system. How does the acceleration of the system depend on the hanging mass?redictions1. Draw free body diagrams, and derive the equation for the acceleration of theThe bam The hangng mass2. If the total mass of the system were constant, what would a graph of acceleration'a' as a function of hanging mass look like? Whatwould its slope be?AccelerationHangingR Dot.

Answered: Image /qna-images/answer/5a0cd222-b3e4-4c64-ac15-e8aae03fe68c.jpg

Answered: die total mass of the system were…

die total mass of the system were constant, what would a graph of acceleration 'a' as a function of hanging mass look like? What would its slope be? Acceleration Hangin

University Physics Volume 1

18th Edition

ISBN:9781938168277

Author:William Moebs, Samuel J. Ling, Jeff Sanny

Publisher:William Moebs, Samuel J. Ling, Jeff Sanny

Chapter5: Newton's Law Of Motion

Section: Chapter Questions

Problem 103CP: A 0.0502-kg pair of fuzzy dice is attached to the rearview mirror of a car by a short string. The...

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Question

Number 2 If the total mass of the system were constant, what would a graph of acceleration a function of hanging mass look like ? What would it’s slope be ?

Background
The two-body system shown below consists of a glider of mass M, attached to a hanger
of mass m, by a light string that passes over a light pulley that has negligible friction:
Glider
Smart Pulley
mI Mass hanger
The acceleration of this two-body system can be derived using Newton's 2nd Law, and
turns out to be
mg
a =
m + M
Or
hanging mass
a =
total mass
If the total mass (m + M) of the system is kept constant, the acceleration is directly
proportional to the hanging mass.
By transferring incremental weights from the glider cart to the hanger, we will vary the
hanging mass, while keeping the total mass of the system constant.
71

system. How does the acceleration of the system depend on the hanging mass?
redictions
1. Draw free body diagrams, and derive the equation for the acceleration of the
The bam The hangng mass
2. If the total mass of the system were constant, what would a graph of acceleration
'a' as a function of hanging mass look like? What
would its slope be?
Acceleration
Hanging
R Dot.

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