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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Question
![Use the letter associated with each of the following FBD's [Free Body Diagrams] to answer questions #1 through #12:
A.
A free body diagram with the following forces:
- \( \vec{f_{form}} \) pointing up
- \( \vec{f_{grav}} \) pointing down
- \( \vec{f_{app}} \) pointing to the right
- \( \vec{f_{frict}} \) pointing to the left
B.
A free body diagram with the following forces:
- \( \vec{f_{norm}} \) pointing up
- \( \vec{f_{grav}} \) pointing down
- \( \vec{f_{frict}} \) pointing to the left
- \( \vec{f_{app}} \) pointing to the right
C.
A free body diagram with the following forces:
- \( \vec{f_{norm}} \) pointing up
- \( \vec{f_{grav}} \) pointing down
- \( \vec{f_{frict}} \) pointing to the left
D.
A free body diagram with the following forces:
- \( \vec{f_{norm}} \) pointing up
- \( \vec{f_{grav}} \) pointing down
E.
A free body diagram with the following forces:
- Two forces \( \vec{f_{tens}} \) pointing up
- \( \vec{f_{grav}} \) pointing down
F.
A free body diagram with the following forces:
- \( \vec{f_{air}} \) pointing up
- \( \vec{f_{grav}} \) pointing down
G.
A free body diagram with the following force:
- \( \vec{f_{grav}} \) pointing down
Explanation of Symbols:
- \( \vec{f_{form}} \): An upward force, possibly a normal or supportive force.
- \( \vec{f_{grav}} \): The gravitational force acting downward.
- \( \vec{f_{app}} \): An applied force acting to the right.
- \( \vec{f_{frict}} \): The frictional force acting to the left.
- \( \vec{f_{norm}} \): The normal force acting upward.
- \( \vec{f_{tens}} \): Tensile forces acting upward.
- \( \vec{f_{air}} \](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F3f0a09bd-ef71-43b6-abcd-653755da1dfb%2F3d1148fe-2a1a-408a-a274-2654f37d55f3%2Fm0ncutd_processed.png&w=3840&q=75)
Transcribed Image Text:Use the letter associated with each of the following FBD's [Free Body Diagrams] to answer questions #1 through #12:
A.
A free body diagram with the following forces:
- \( \vec{f_{form}} \) pointing up
- \( \vec{f_{grav}} \) pointing down
- \( \vec{f_{app}} \) pointing to the right
- \( \vec{f_{frict}} \) pointing to the left
B.
A free body diagram with the following forces:
- \( \vec{f_{norm}} \) pointing up
- \( \vec{f_{grav}} \) pointing down
- \( \vec{f_{frict}} \) pointing to the left
- \( \vec{f_{app}} \) pointing to the right
C.
A free body diagram with the following forces:
- \( \vec{f_{norm}} \) pointing up
- \( \vec{f_{grav}} \) pointing down
- \( \vec{f_{frict}} \) pointing to the left
D.
A free body diagram with the following forces:
- \( \vec{f_{norm}} \) pointing up
- \( \vec{f_{grav}} \) pointing down
E.
A free body diagram with the following forces:
- Two forces \( \vec{f_{tens}} \) pointing up
- \( \vec{f_{grav}} \) pointing down
F.
A free body diagram with the following forces:
- \( \vec{f_{air}} \) pointing up
- \( \vec{f_{grav}} \) pointing down
G.
A free body diagram with the following force:
- \( \vec{f_{grav}} \) pointing down
Explanation of Symbols:
- \( \vec{f_{form}} \): An upward force, possibly a normal or supportive force.
- \( \vec{f_{grav}} \): The gravitational force acting downward.
- \( \vec{f_{app}} \): An applied force acting to the right.
- \( \vec{f_{frict}} \): The frictional force acting to the left.
- \( \vec{f_{norm}} \): The normal force acting upward.
- \( \vec{f_{tens}} \): Tensile forces acting upward.
- \( \vec{f_{air}} \
Transcribed Image Text:### Physics Questions
#### Question 9
**Prompt:** A box is pushed to the right at a constant velocity with friction.
**Options:**
- G
- E
- C
- D
- A
- F
- B
#### Question 10
**Prompt:** You are pushing a box to the right but friction prevents the box from moving.
**Options:**
- D
- A
- C
- F
- E
- B
- G
---
For educational purposes, these questions require an understanding of the forces acting on a box in the presence of friction.
In **Question 9**, to maintain a constant velocity, the net force on the box must be zero, meaning the pushing force equals the frictional force.
In **Question 10**, friction prevents the box from moving, indicating the pushing force is equal to or less than the maximum static friction force.
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