Mastering Concepts Chapter Assessment Section 1 Acceleration, Lecture notes of Physics

ANSWER: From least to greatest magnitude of acceleration: C < E < A < D < B. 59. The graph in Figure 27 describes the motion of an object moving east along ...

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Chapter Assessment
Section 1 Acceleration: Mastering Concepts
54.Giveanexampleofeachofthefollowing:
a. an object that is slowing down, but has a positive acceleration
b.anobjectthatisspeedingupbuthasanegativeacceleration
c.anobjectthatismovingataconstantspeedbuthasanacceleration
SOLUTION:
a. if forward is the positive direction, a car moving backward at decreasing speed
b. in the same coordinate system, a car moving backward at increasing speed
c. a car that is moving on a circular track at a constant speed
ANSWER:
a. if forward is the positive direction, a car moving backward at decreasing speed
b. in the same coordinate system, a car moving backward at increasing speed
c. a car that is moving on a circular track at a constant speed
56.If the velocity-time graph of an object moving on a straight path is a line parallel to the horizontal axis, what can you
conclude about the objects acceleration?
SOLUTION:
When the velocity-time graph is a line parallel to the horizontal axis, the acceleration is zero.
ANSWER:
When the velocity-time graph is a line parallel to the horizontal axis, the acceleration is zero.
Chapter Assessment
Section 1 Acceleration: Mastering Problems
57.Ranking Task Rank the following objects according to the magnitude of the acceleration, from least to greatest.
Specificallyindicateanyties.(Level1)
A.Afallingacornacceleratesfrom0.50m/sto10.3m/sin1.0s.
B.Acaracceleratesfrom20m/storestin1.0s.
C. Acentipedeacceleratesfrom0.40cm/sto2.0cm/sin0.50s.
D.Whilebeinghit,agolfballacceleratesfromrestto4.3m/sin0.40s.
E. Ajoggeracceleratesfrom2.0m/sto1.0m/sin8.3s.
SOLUTION:
From least to greatest magnitude of acceleration: C < E < A < D < B.
A.

B.

C.

D.

E.

ANSWER:
From least to greatest magnitude of acceleration: C < E < A < D < B.
59.The graph in Figure27 describes the motion of an object moving east along a straight path. Find the acceleration of
theobjectateachofthesetimes:(Level1)
a.duringthefirst5.0minoftravel
b.between5.0minand10.0min
c.between10.0minand15.0min
d.between20.0minand25.0min
SOLUTION:
a. Let east be the positive direction.

b.

c.

d.

ANSWER:
a. Let east be the positive direction.
 = 6.0m/min2 east
b. = 0.0m/min2
c. = 2.0m/min2 west
d. = 4.0m/min2 west
Chapter Assessment
Section 2 Motion with Constant Acceleration: Mastering Problems
68.Refer to Figure29to find the magnitude of the displacement during the following time intervals. Round answers to
the nearest meter.
a. t=5.0minandt=10.0min
b. t=10.0minandt=15.0min
c. t=25.0minandt=30.0min
d. t=0.0minandt=25.0min
SOLUTION:
a.

b. Area (15 m/min)(5 min) = 75 m
c.

d.

ANSWER:
a. 88 m
b. 75 m
c. 13 m
d. 288 m
Chapter Assessment: Applying Concepts
78.Explain how you would walk to produce each of the position-time graphs in Figure30.
SOLUTION:
(1) Walk in the positive direction at a constant speed. (2) Walk in the positive direction at an increasing
speed for a short time; keep walking at a moderate speed for twice that amount of time; slow down over
a short time and stop; remain stopped; and turn around and repeat the procedure until the original
position is reached.
ANSWER:
(1) Walk in the positive direction at a constant speed. (2) Walk in the positive direction at an increasing
speed for a short time; keep walking at a moderate speed for twice that amount of time; slow down over
a short time and stop; remain stopped; and turn around and repeat the procedure until the original
position is reached.
eSolutionsManual-PoweredbyCogneroPage1
Chapter 3 Practice Problems, Review, and Assessment
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Chapter Assessment

Section 1 Acceleration: Mastering Concepts

  1. Give an example of each of the following: a. an object that is slowing down, but has a positive acceleration b. (^) an object that is speeding up but has a negative acceleration c. an object that is moving at a constant speed but has an acceleration SOLUTION: a. if forward is the positive direction, a car moving backward at decreasing speed b. in the same coordinate system, a car moving backward at increasing speed c. a car that is moving on a circular track at a constant speed ANSWER: a. if forward is the positive direction, a car moving backward at decreasing speed b. in the same coordinate system, a car moving backward at increasing speed c. a car that is moving on a circular track at a constant speed
  2. If the velocity-time graph of an object moving on a straight path is a line parallel to the horizontal axis, what can you conclude about the object’s acceleration? SOLUTION: When the velocity-time graph is a line parallel to the horizontal axis, the acceleration is zero. ANSWER: When the velocity-time graph is a line parallel to the horizontal axis, the acceleration is zero.

Chapter Assessment

Section 1 Acceleration: Mastering Problems

  1. Ranking Task^ Rank the following objects according to the magnitude of the acceleration, from least to greatest. Specifically indicate any ties. (Level 1) A. A falling acorn accelerates from 0.50 m/s to 10.3 m/s in 1.0 s. B. (^) A car accelerates from 20 m/s to rest in 1.0 s. C. A centipede accelerates from 0.40 cm/s to 2.0 cm/s in 0.50 s. D. (^) While being hit, a golf ball accelerates from rest to 4.3 m/s in 0.40 s. E. A jogger accelerates from 2.0 m/s to 1.0 m/s in 8.3 s. SOLUTION: From least to greatest magnitude of acceleration: C < E < A < D < B. A. B. C. eSolutions Manual - Powered by Cognero Page 1 Chapter 3 Practice Problems, Review, and Assessment

ANSWER:

When the velocity-time graph is a line parallel to the horizontal axis, the acceleration is zero.

Chapter Assessment

Section 1 Acceleration: Mastering Problems

  1. Ranking Task^ Rank the following objects according to the magnitude of the acceleration, from least to greatest. Specifically indicate any ties. (Level 1) A. (^) A falling acorn accelerates from 0.50 m/s to 10.3 m/s in 1.0 s. B. (^) A car accelerates from 20 m/s to rest in 1.0 s. C. (^) A centipede accelerates from 0.40 cm/s to 2.0 cm/s in 0.50 s. D. (^) While being hit, a golf ball accelerates from rest to 4.3 m/s in 0.40 s. E. (^) A jogger accelerates from 2.0 m/s to 1.0 m/s in 8.3 s. SOLUTION: From least to greatest magnitude of acceleration: C < E < A < D < B. A. B. C. D. E. ANSWER: From least to greatest magnitude of acceleration: C < E < A < D < B.
  2. The graph in Figure 27^ describes the motion of an object moving east along a straight path. Find the acceleration of the object at each of these times: (Level 1) a. (^) during the first 5.0 min of travel b. between 5.0 min and 10.0 min eSolutions Manual - Powered by Cognero Page 2 Chapter 3 Practice Problems, Review, and Assessment

d. ANSWER: a. Let east be the positive direction. = 6.0m/min^2 east b. = 0.0m/min^2 c. = 2.0m/min^2 west d. = 4.0m/min^2 west

Chapter Assessment

Section 2 Motion with Constant Acceleration: Mastering Problems

  1. Refer to Figure 29^ to find the magnitude of the displacement during the following time intervals. Round answers to the nearest meter. a. (^) t = 5.0 min and t = 10.0 min b. t = 10.0 min and t = 15.0 min c. (^) t = 25.0 min and t = 30.0 min d. t = 0.0 min and t = 25.0 min SOLUTION: a. b. Area (15 m/min)(5 min) = 75 m c. d. eSolutions Manual - Powered by Cognero Page 4 Chapter 3 Practice Problems, Review, and Assessment

c. = 2.0m/min west d. = 4.0m/min^2 west

Chapter Assessment

Section 2 Motion with Constant Acceleration: Mastering Problems

  1. Refer to Figure 29^ to find the magnitude of the displacement during the following time intervals. Round answers to the nearest meter. a. (^) t = 5.0 min and t = 10.0 min b. t = 10.0 min and t = 15.0 min c. (^) t = 25.0 min and t = 30.0 min d. t = 0.0 min and t = 25.0 min SOLUTION: a. b. Area (15 m/min)(5 min) = 75 m c. d. ANSWER: a. 88 m b. 75 m c. 13 m d. 288 m

Chapter Assessment: Applying Concepts

  1. Explain how you would walk to produce each of the position-time graphs in Figure 30. eSolutions Manual - Powered by Cognero Page 5 Chapter 3 Practice Problems, Review, and Assessment