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Test Bank for Precalculus: Mathematics for Calculus 8th Edition by James Stewart, Lothar Redlin, Saleem Watson – Chapters 1–12 Complete Questions with Verified Answers

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This is a complete test bank for Precalculus: Mathematics for Calculus, Eighth Edition, authored by James Stewart, Lothar Redlin, and Saleem Watson and published by Cengage. The document covers Chapters 1 through 12 and is organized into multiple-choice and short-answer question sets with verified answers, plus a full answer key at the end. The chapter sequence spans Fundamentals; Functions; Polynomial and Rational Functions; Exponential and Logarithmic Functions; Trigonometric Functions: Unit Circle Approach; Trigonometric Functions: Right Triangle Approach; Analytic Trigonometry; Polar Coordinates, Parametric Equations, and Vectors; Systems of Equations and Inequalities; Conic Sections; Sequences and Series; and Limits: A Preview of Calculus. The material sampled in the file focuses in depth on Chapter 2, including complex numbers (adding, subtracting, multiplying, dividing, operations with square roots of negative numbers, and solving quadratic equations with complex imaginary solutions), quadratic functions (characteristics of parabolas, graphing parabolas, minimum and maximum values, and applied maximum/minimum problems), polynomial functions and their graphs (identifying polynomial functions, degree, end behavior, zeros and multiplicities, the Intermediate Value Theorem, turning points, and graphing), dividing polynomials with long and synthetic division, remainder and factor theorems, zeros of polynomial functions (Rational Zero Theorem, Descartes's Rule of Signs, and linear factorization), rational functions and their graphs (domain, arrow notation, vertical and horizontal asymptotes, transformations, slant asymptotes, and applied problems), polynomial and rational inequalities, and modeling using direct, inverse, combined, and joint variation. Each question is presented in a standardized format with multiple-choice alternatives and an answer key, making this test bank useful for exam preparation, chapter review, practice problem sets, and homework support in precalculus and college algebra courses. Students can use it to practice question formats, check understanding of key procedures, and reinforce topics across the full two-semester precalculus sequence. The authors, edition, chapter range, and document type are all verified from the uploaded file.

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@PROFDOCDIGITALLIBRARIES




TEST BANK
Precalculus: Mathematics for Calculus
James Stewart , Lothar Redlin , Saleem Watson
8th Edition


Chapters 1-12 (Questions with verified Answers)

,@PROFDOCDIGITALLIBRARIES


Table of Contents
1. Fundamentals
2. Functions
3. Polynomial and Rational Functions
4. Exponential and Logarithmic Functions
5. Trigonometric Functions: Unit Circle Approach
6. Trigonometric Functions: Right Triangle Approach
7. Analytic Trigonometry
8. Polar Coordinates, Parametric Equations, and Vectors
9. Systems of Equations and Inequalities
10.Conic Sections
11.Sequences and Series
12.Limits: A Preview of Calculus

,@PROFDOCDIGITALLIBRARIES


Precalculus: Mathematics for Calculus 8th Edition Test Bank

Sample Questions
Ch. 2 Polynomial and Rational Functions
2.1 Complex Numbers
1 Add and Subtract Complex Numbers
MULTIPLE CHOICE. Choose the one alternative that best completes the statement or
answers the question.
Add or subtract as indicated and write the outcome in standard form.1) (5 –
6i) + (9 + 9i)
A) 14 + 3i B) 14 – 3i C) -4 + 15i D) -14 – 3i
2) (9 + 5i) – (-8 + i)
A) 17 + 4i B) 17 – 4i C) 1 + 6i D) -17 – 4i
3) 8i + (-7 – i)
A) -7 + 7i B) -7 + 9i C) 7 – 7i D) 7 – 9i
4) 5i – (-5 – i)
A) 5 + 6i B) -5 – 6i C) 5 – 4i D) -5 + 4i
5) (-7 + 6i) – 9
A) -16 + 6i B) 16 – 6i C) 2 + 6i D) 2 – 6i
6) -2 – (- 2 – 8i) – (- 2 – 6i)
A) 2 + 14i B) 2 – 14i C) 4 – 14i D) 4 + 14i
7) (4 – 3i) + (1 – 6i) + (4 + 5i)

, @PROFDOCDIGITALLIBRARIES


A) 9 – 4i B) 7 + 8i C) 1 – 14i D) 5 – 9i
2 Multiply Complex Numbers
MULTIPLE CHOICE. Choose the one alternative that best completes the statement or
answers the question.
Find the product and write the outcome in standard
form.1) -5i(3i – 9)
A) 15 + 45i B) -15 + 45i C) 45i – 15i2 D) 45i + 15i2
2) 7i(-3i + 6)
A) 21 + 42i B) -21 + 42i C) 42i – 21i2 D) 42i + 21i2
3) (9 + 8i)(5 – 5i)
A) 85 – 5i B) 85 + 5i C) 5 + 85i D) -40i2 – 5i + 45
4) (-6 + 9i)(5 + i)
A) -39 + 39i B) -21 + 39i C) -39 – 51i D) -21 – 51i
5) (8 – 6i)(-5 – 3i)
A) -58 + 6i B) -58 – 54i C) -22 + 6i D) -22 – 54i
6) (9 + 3i)(9 – 3i)
A) 90 B) 81 – 9i2 C) 72 D) 81 – 9i
Page 1
7) (-4 + i)(-4 – i)
A) 17 B) -4 C) 16 D) -15
8) (4 + 9i)2
A) -65 + 72i B) 97 + 72i C) -65 D) 16 + 72i + 81i2
Perform the indicated operations and write the outcome in standard form.9)
(7 + 8i)(3 – i) – (1 – i)(1 + i)
A) 27 + 17i B) 31 + 17i C) 29 + 17i D) 27 + 31i
10) (2 + i)2 – (6 – i)2
A) -32 + 16i B) 32 + 16i C) -48 D) -32 – 16i
Complex numbers are used in electronics to describe the current in an electric circuit.
Ohm’s law relates the current
in a circuit, I, in amperes, the voltage of the circuit, E, in volts, and the resistance of
the circuit, R, in ohms, by the
formula E = IR. Solve the problem using this formula.
11) Find E, the voltage of a circuit, if I = (8 + 9i) amperes and R = (4 + 7i)
ohms.
A) (-31 + 92i) volts B) (-31 – 92i) volts C) (92 – 31i) volts D) (92 + 31i) volts
12) Find E, the voltage of a circuit, if I = (18 + i) amperes and R = (2 + 3i)
ohms.
A) (33 + 56i) volts B) (33 – 56i) volts C) (-18 + 56i) volts D) (-18 – 56i) volts 3
Divide Complex Numbers
MULTIPLE CHOICE. Choose the one alternative that best completes the statement or
answers the question.

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