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E-grāmata: Introductory Physics: Summaries, Examples, and Practice Problems [Taylor & Francis e-book]

(University of Rhode Island)
  • Formāts: 388 pages, 3 Tables, black and white; 5 Line drawings, black and white; 5 Illustrations, black and white
  • Izdošanas datums: 16-Feb-2023
  • Izdevniecība: CRC Press
  • ISBN-13: 9781003005049
Citas grāmatas par šo tēmu:
  • Taylor & Francis e-book
  • Cena: 173,42 €*
  • * this price gives unlimited concurrent access for unlimited time
  • Standarta cena: 247,75 €
  • Ietaupiet 30%
  • Formāts: 388 pages, 3 Tables, black and white; 5 Line drawings, black and white; 5 Illustrations, black and white
  • Izdošanas datums: 16-Feb-2023
  • Izdevniecība: CRC Press
  • ISBN-13: 9781003005049
Citas grāmatas par šo tēmu:

Physics describes how motion works in everyday life. Clothes washers and rolling pins are undergoing rotational motion. A flying bird uses forces. Tossing a set of keys involves equations that describe motion (kinematics). Two people bumping into each other while cooking in a kitchen involves linear momentum.

This textbook covers topics related to units, kinematics, forces, energy, momentum, circular and rotational motion, Newton’s general equation for gravity, and simple harmonic motion (things that go back and forth). A math review is also included, with a focus on algebra and trigonometry.

The goal of this textbook is to present a clear introduction to these topics, in small pieces, with examples that readers can relate to. Each topic comes with a short summary, a fully solved example, and practice problems. Full solutions are included for over 400 problems.

This book is a very useful study guide for students in introductory physics courses, including high school and college students in an algebra-based introductory physics course and even students in an introductory calculus-level course. It can also be used as a standalone textbook in courses where derivations are not emphasized.

Key features:

  • Organizes a difficult subject into short and clearly written sections.
  • Can be used alongside any introductory physics textbook.
  • Presents clear examples for every problem type discussed in the textbook.

Michael Antosh

teaches physics at the University of Rhode Island, USA. He obtained a Ph.D. in physics from Brown University.



This book is a very useful study guide for students in introductory physics courses, particularly high school and college students in an algebra-based introductory physics course, and even students in an introductory calculus-level course.

Acknowledgements xvii
Chapter 1 Units and Significant Figures
1(14)
1.1 Introduction: Units Help Tell Us How Much
1(1)
1.2 Unit Conversions
1(4)
1.3 Power Of 10 Conversions
5(2)
1.4 Significant Figures
7(1)
1.5
Chapter 1: Summary
8(7)
Practice Problems
9(1)
Section 1.2
9(1)
Section 1.3
10(2)
Section 1.4
12(3)
Chapter 2 Motion in a Straight Line
15(32)
2.1 Introduction: Describing Motion In The World
15(1)
2.2 Motion Quantities
15(1)
2.3 Displacement, Position, And Coordinate Systems
16(1)
2.4 Average And Instantaneous Velocity
17(1)
2.5 Average And Instantaneous Acceleration
18(1)
2.6 Motion On A Line With Constant Acceleration
19(4)
2.7 Free Fall
23(5)
2.8 What If Acceleration Is Not Constant?
28(1)
2.9
Chapter 2 Summary
28(19)
Practice Problems
29(1)
Section 2.4
29(1)
Section 2.5
30(2)
Section 2.6
32(8)
Section 2.7
40(7)
Chapter 3 Motion In Two And Three Dimensions
47(48)
3.1 Introduction: Three Dimensions Are More Realistic Than One
47(1)
3.2 Dimensions Behave Separately
47(2)
3.3 Vector Math: Components And Magnitude And Direction
49(4)
3.4 Doing Basic Math With Vectors: Adding Vectors, Multiplication By A Scalar
53(1)
3.5 Two-Dimensional Constant Acceleration Problems
54(3)
3.6 Projectile Motion
57(7)
3.7 Motion In Three Dimensions
64(1)
3.8
Chapter 3 Summary
64(31)
Practice Problems
66(1)
Section 3.3
66(3)
Section 3.4
69(3)
Section 3.5
72(5)
Section 3.6
77(18)
Chapter 4 Introduction To Forces
95(12)
4.1 Introduction: Forces Cause Motion
95(1)
4.2 Newton's Second Law
95(4)
4.3 Newton's First And Third Laws
99(1)
4.4
Chapter 4 Summary
100(7)
Practice Problems
101(1)
Section 4.2
101(6)
Chapter 5 Specific Types Of Forces, And Force Problems
107(62)
5.1 Introduction: There Are Different Types Of Forces
107(1)
5.2 Free Body Diagrams
107(2)
5.3 What Forces Are On My Object?
109(1)
5.4 Gravity (Near Earth)
109(3)
5.5 Kinetic Friction
112(3)
5.6 Static Friction
115(3)
5.7 Spring Forces
118(2)
5.8 Common Force Problems, Type 1: Ramp Problems
120(5)
5.9 Common Force Problems, Type 2: Problems With Elevators
125(1)
5.10 Common Force Problems, Type 3: Problems With A Rope And Pulley
126(4)
5.11 Common Force Problems, Type 4: Combining Force And Kinematics Problems
130(3)
5.12
Chapter 5 Summary
133(36)
Practice Problems
135(1)
Section 5.4 (Gravity Near Earth)
135(4)
Section 5.5 (Kinetic Friction)
139(5)
Section 5.6 (Static Friction)
144(4)
Section 5.7 (Spring Forces)
148(2)
Section 5.8 (Ramp Problems)
150(4)
Section 5.9 (Problems With Elevators)
154(2)
Section 5.10 (Problems With A Rope And A Pulley)
156(6)
Section 5.11 (Combining Force And Kinematics Problems)
162(7)
Chapter 6 Energy, And Work
169(38)
6.1 Introduction: Motion Has Energy
169(1)
6.2 Work By A Constant Force
169(2)
6.3 Work Done By Springs, Where Force Changes With Position
171(1)
6.4 Network
172(2)
6.5 Kinetic Energy
174(1)
6.6 The Work-Kinetic Energy Theorem
175(1)
6.7 Potential Energy
176(2)
6.8 Mechanical Energy
178(2)
6.9 Conservation Of Mechanical Energy
180(5)
6.10 Power
185
6.11
Chapter
6(201)
Summary
186(2)
Practice Problems
188(1)
Section 6.2 (Work Done By Constant Forces), Section 6.3 (Work Done By Springs) And Section 6.4 (Net Work)
188(4)
Section 6.5 (Kinetic Energy)
192(1)
Section 6.6 (Work-Kinetic Energy Theorem)
192(3)
Section 6.7 (Potential Energy)
195(1)
Section 6.8 (Mechanical Energy)
196(2)
Section 6.9 (Conservation Of Mechanical Energy)
198(6)
Section 6.10 (Power)
204(3)
Chapter 7 Linear Momentum And Collisions
207(36)
7.1 Introduction: Collisions And Momentum
207(1)
7.2 Linear Momentum
207(1)
7.3 Linear Momentum Problems Without Collisions
208(1)
7.4 Collisions And Linear Momentum
209(1)
7.5 Collisions, Problem Type 1: Perfectly Inelastic Collisions With One Dimension
210(1)
7.6 Collisions, Problem Type 2: Elastic Collisions With One Dimension
211(4)
7.7 Perfectly Inelastic Collisions With Two Dimensions
215(4)
7.8 How Much Force Happened?
219(1)
7.9 Extra Topic: Center Of Mass And Linear Momentum Conservation
220(2)
7.10
Chapter 7 Summary
222(21)
Practice Problems
224(1)
Section 7.3 (Linear Momentum Problems Without Collisions)
224(1)
Section 7.5 (Perfectly Inelastic Collisions With One Dimension)
225(4)
Section 7.6 (Elastic Collisions With One Dimension)
229(4)
Section 7.7 (Perfectly Inelastic Collisions With Two Dimensions)
233(6)
Section 7.8 (How Much Force Happened)
239(1)
Section 7.9 (Center Of Mass)
240(3)
Chapter 8 Uniform Circular Motion (Moving In A Circle At Constant Speed)
243(12)
8.1 Introduction: Sometimes Things Move In A Circle
243(1)
8.2 Centripetal And Tangential Directions
243(1)
8.3 Centripetal Acceleration
244(1)
8.4 Net Force In The Centripetal Direction (Also Called Centripetal Force)
245(3)
8.5
Chapter 8 Summary
248(7)
Practice Problems
248(1)
Section 8.3 (Centripetal Acceleration)
248(2)
Section 8.4 (Net Force In The Centripetal Direction; Also Called Centripetal Force)
250(5)
Chapter 9 Rotation Motion And Forces
255(36)
9.1 Introduction: Rotational Motion Is Like Linear Motion
255(1)
9.2 Units For Angle: Radians And Revolutions
255(1)
9.3 Rotation Equivalents Of Position, Velocity, And Acceleration
256(1)
9.4 Motion With Constant Angular Acceleration
257(3)
9.5 Moment Of Inertia (Rotation Equivalent Of Mass)
260(2)
9.6 Torque (Rotation Equivalent Of Force)
262(2)
9.7 Newton's Second Law (Rotation Equivalent)
264(3)
9.8 Relating Angular Displacement, Angular Velocity, And Angular Acceleration To Linear Displacement, Linear Velocity, And Linear Acceleration
267(2)
9.9 Extra Topic: Torque Is A Vector; Calculating Its Components
269
9.10
Chapter
9(282)
Summary
271(2)
Practice Problems
273(1)
Section 9.2 (Units For Angle)
273(3)
Section 9.4 (Motion With Constant Angular Acceleration)
276(2)
Section 9.5 (Moment Of Inertia)
278(2)
Section 9.6 (Torque)
280(2)
Section 9.7 (Newton's Second Law)
282(2)
Section 9.8 (Relating Angular Displacement, Angular Velocity, And Angular Acceleration To Linear Displacement, Linear Velocity, And Linear Acceleration)
284(4)
Section 9.9 (Extra Topic: Torque Vector Components)
288(3)
Chapter 10 Rotation: Energy, Momentum, And Rolling
291(28)
10.1 Introduction: Energy And Momentum For Rotation
291(1)
10.2 Rotation And Kinetic Energy
291(2)
10.3 Rolling (Without Slipping)
293(3)
10.4 Rotation Equivalent Of Work
296(1)
10.5 Rotation Equivalent Of Power
297(1)
10.6 Angular Momentum
298(2)
10.7 Conservation Of Angular Momentum
300(4)
10.8
Chapter 10 Summary
304(15)
Practice Problems
305(1)
Section 10.2 (Rotation And Kinetic Energy)
305(2)
Section 10.3 (Rolling, Without Slipping)
307(3)
Section 10.4 (Rotation And Work)
310(1)
Section 10.5 (Rotation And Power)
311(2)
Section 10.6 (Angular Momentum)
313(1)
Section 10.7 (Conservation Of Angular Momentum And Rotation Collisions)
314(5)
Chapter 11 Newton's More General Law Of Gravity
319(22)
11.1 Introduction: Gravity Is Different Away From The Ground
319(1)
11.2 Newton's Law Of Gravity
319(2)
11.3 Connecting M·G With Newton's Law Of Gravity
321(1)
11.4 Potential Energy From Gravity Using Newton's Law Of Gravity
322(2)
11.5 Newton's Law Of Gravity With Conservation Of Mechanical Energy
324(4)
11.6 Newton's Law Of Gravity With Circular Motion
328(2)
11.7
Chapter 11 Summary
330(11)
Practice Problems
331(1)
Section 11.2 (Newton's Law Of Gravity)
331(1)
Section 11.4 (Potential Energy From Gravity Using Newton's Law Of Gravity)
332(2)
Section 11.5 (Newton's Law Of Gravity With Conservation Of Mechanical Energy)
334(4)
Section 11.6 (Newton's Law Of Gravity With Circular Motion)
338(3)
Chapter 12 Simple Harmonic Motion
341(20)
12.1 Introduction: Motion Repeats
341(1)
12.2 Repetitive Motion Quantities, And Simple Harmonic Motion
341(1)
12.3 Position, Velocity And Acceleration
342(2)
12.4 Simple Harmonic Motion And Objects On Springs
344(3)
12.5 Simple Harmonic Motion: Simple Pendulum
347(1)
12.6 Object Connected To A Spring And Mechanical Energy
348(1)
12.7
Chapter
12(349)
Summary
351(1)
Practice Problems
352(1)
Sections 12.2, 12.3, And 12.4 (Repetitive Motion Quantities; Position, Velocity, And Acceleration; Simple Harmonic Motion And Objects On Springs)
352(4)
Section 12.5 (Simple Pendulum)
356(1)
Section 12.6 (Object Connected To A Spring And Mechanical Energy)
357(4)
Chapter 13 Math Review
361(24)
13.1 Introduction: Physics Uses Math
361(1)
13.2 Algebra Problems - Solving For A Variable
361(1)
13.3 Exponential Numbers
362(1)
13.4 Solving When Something Is Squared, Part 1
363(2)
13.5 Solving When Something Is Squared, Part 2
365(1)
13.6 Two Equations At Once
366(3)
13.7 Trigonometry
369(2)
13.8 Circle Geometry Review
371(1)
13.9
Chapter 13 Summary
371(14)
Practice Problems
372(1)
Section 13.2 (Algebra Problems - Solving for a Variable)
372(2)
Section 13.3 (Exponential Numbers)
374(1)
Section 13.4 (Solving When Something is Squared, Parti)
375(2)
Section 13.5 (Solving When Something Is Squared, Part 2 - Quadratic Formula)
377(2)
Section 13.6 (Two Equations at Once)
379(3)
Section 13.7 (Trigonometry)
382(3)
Index 385
Michael Antosh teaches physics at the University of Rhode Island, USA.