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Solutions Manual for Basic Technical Mathematics and Basic Technical Mathematics with Calculus, 12th Edition by Allyn Washington, Richard Evans, All Chapters 1-31€18,84
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Solutions Manual for Basic Technical Mathematics and Basic Technical Mathematics with Calculus, 12th Edition by Allyn Washington, Richard Evans, All Chapters 1-31
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Basic Technical Mathematics with Calculus 12e
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Basic Technical Mathematics With Calculus 12e
Solutions Manual for Basic Technical Mathematics and Basic Technical Mathematics with Calculus, 12th Edition by Allyn Washington, Richard Evans, All Chapters 1-31 ; ISBN13: 9780137582792....(Full Chapters included Chapter 1 to 31)...Chapter 1 Basic Algebraic Operations Chapter 2 Geometry Chapter 3 ...
Instructor's Solutions Manual for
Basic Technical Mathematics and
Basic Technical Mathematics with Calculus, 12th Edition
Chapter 1 Basic Algebraic Operations .....................................................................................1
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Chapter 2 Geometry..............................................................................................................104
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Chapter 3 Functions and Graphs ..........................................................................................171
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Chapter 4 The Trigonometric Functions ..............................................................................259
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Chapter 5 Systems of Linear Equations; Determinants ........................................................346
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Chapter 6 Factoring and Fractions........................................................................................490
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Chapter 7 Quadratic Equations .............................................................................................581
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Chapter 8 Trigonometric Functions of Any Angle ...............................................................666
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Chapter 9 Vectors and Oblique Triangles ............................................................................723
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Chapter 10 Graphs of the Trigonometric Functions ...............................................................828
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Chapter 11 Exponents and Radicals .......................................................................................919
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Chapter 12 Complex Numbers .............................................................................................1001
Chapter 13 Exponential and Logarithmic Functions ............................................................1090
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Chapter 14 Additional Types of Equations and Systems of Equations ................................1183
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Chapter 15 Equations of Higher Degree...............................................................................1290
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Chapter 16 Matrices; Systems of Linear Equations .............................................................1356
Chapter 22 Introduction to Statistics ....................................................................................2052
Chapter 23 The Derivative ...................................................................................................2126
Chapter 24 Applications of the Derivative ...........................................................................2310
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Chapter 25 Integration ..........................................................................................................2487
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Chapter 26 Applications of Integration ................................................................................2572
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Chapter 27 Differentiation of Transcendental Functions .....................................................2701
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Chapter 28 Methods of Integration .......................................................................................2839
Chapter 29 Partial Derivatives and Double Integrals ...........................................................2991
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Chapter 30 Expansion of Functions in Series .......................................................................3058
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Chapter 31 Differential Equations ........................................................................................3181
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, Chapter 1
Basic Algebraic Operations
1.1 Numbers
7 12
1. The numbers –7 and 12 are integers. They are also rational numbers since they can be written as and .
1 1
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2. The absolute value of –6 is 6, and the absolute value of –7 is 7. We write these as 6 6 and 7 7 .
6 4 ; –6 is to the left of –4.
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3.
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–7 –6 –5 –4 –3 –2 –1 0 1
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3 1 2 2
4. The reciprocal of is 1 .
2 3/ 2 3 3
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3
5. 3 is an integer, rational , and real.
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1
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4 is imaginary.
7
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6. is irrational (because 7 is an irrational number) and real.
3
6
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6 is an integer, rational , and real.
1
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7. is irrational (because is an irrational number) and real.
6
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1
is rational and real.
8
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8. 6 is imaginary.
233
2.33
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is rational and real.
100
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9. 3 3
3 3
2 2
12. 7 5 ; 7 is to the right of 5.
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3 4 5 6 7 8 9 10 11
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13. 3.1416; (3.1415926 ) is to the left of 3.1416.
( )
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(3.1416)
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3.141592 3.1416
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14. 4 0 ; –4 is to the left of 0.
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–6 –5 –4 –3 –2 –1 0 1 2
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15. 4 3 ; –4 is to the left of 3 , 3 3 3 .
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–6 –5 –4 –3 –2 –1 0 1 2
16. 2 1.42; ( 2 1.414. 1.414 ), 2 is to the right of –1.42.
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–1.44 –1.43 –1.42 –1.41 –1.40
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2 3 2 3
17. ; 0.666 is to the right of 0.75 .
3 4 3 4
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–0.8 –0.7 –0.6 –0.5 –0.4
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