# Precalculus 1st edition

Carl Stitz and Jeff Zeager
Publisher: Open Educational Resources

## eBook

Access is contingent on use of this textbook in the instructor's classroom.

Higher Education Single Term \$27.95
High School \$10.50

Online price per student per course or lab, bookstore price varies. Access cards can be packaged with most any textbook, please see your textbook rep or contact WebAssign

• Chapter 1: Relations and Functions
• 1.1: The Cartesian Coordinate Plane (41)
• 1.2: Relations (23)
• 1.3: Graphs of Equations (49)
• 1.4: Introduction to Functions (40)
• 1.5: Function Notation (64)
• 1.6: Function Arithmetic (46)
• 1.7: Graphs of Functions (60)
• 1.8: Transformations (28)

• Chapter 2: Linear and Quadratic Functions
• 2.1: Linear Functions (40)
• 2.2: Absolute Value Functions (69)
• 2.4: Inequalities (32)
• 2.5: Regression (4)

• Chapter 3: Polynomial Functions
• 3.1: Graphs of Polynomials (53)
• 3.2: The Factor Theorem and The Remainder Theorem (20)
• 3.3: Real Zeros of polynomials (26)
• 3.4: Complex Zeros and the Fundamental Theorem of Algebra (38)

• Chapter 4: Rational Functions
• 4.1: Introduction to Rational Functions (58)
• 4.2: Graphs of Rational Functions (24)
• 4.3: Rational Inequalities and Applications (34)

• Chapter 5: Further Topics in Functions
• 5.1: Function Composition (53)
• 5.2: Inverse Functions (23)
• 5.3: Other Algebraic Functions (58)

• Chapter 6: Exponential and Logarithmic Functions
• 6.1: Introduction to Exponential and Logarithmic Functions (47)
• 6.2: Properties of Logarithms (42)
• 6.3: Exponential Equations and Inequalities (35)
• 6.4: Logarithmic Equations and Inequalities (30)
• 6.5: Applications of Exponential and Logarithmic Functions (19)

• Chapter 7: Hooked on Conics
• 7.1: Introduction to Conics
• 7.2: Circles (43)
• 7.3: Parabolas (87)
• 7.4: Ellipses (101)
• 7.5: Hyperbolas (86)

• Chapter 8: Systems of Equations and Matrices
• 8.1: Systems of Linear Equations: Gaussian Elimination (79)
• 8.2: Systems of Linear Equations: Augmented Matrices (32)
• 8.3: Matrix Arithmetic (19)
• 8.4: Systems of Linear Equations: Matrix Inverses (17)
• 8.5: Determinants and Cramer's Rule (25)
• 8.6: Partial Fraction Decomposition (18)
• 8.7: Systems of Non-Linear Equations and Inequalities (34)

• Chapter 9: Sequences and the Binomial Theorem
• 9.1: Sequences (36)
• 9.2: Summation Notation (30)
• 9.3: Mathematical Induction
• 9.4: The Binomial Theorem (28)

• Chapter 10: Foundations of Trigonometry
• 10.1: Angles and their Measure (25)
• 10.2: The Unit Circle: Cosine and Sine (52)
• 10.3: The Six Circular Functions and Fundamental Identities (57)
• 10.4: Trigonometric Identities (28)
• 10.5: Graphs of the Trigonometric Functions (28)
• 10.6: The Inverse Trigonometric Functions (87)
• 10.7: Trigonometric Equations and Inequalities (66)

• Chapter 11: Applications of Trigonometry
• 11.1: Applications of Sinusoids (7)
• 11.2: The Law of Sines (10)
• 11.3: The Law of Cosines (15)
• 11.4: Polar Coordinates (30)
• 11.5: Graphs of Polar Equations (30)
• 11.6: Hooked on Conics Again (8)
• 11.7: Polar Form of Complex Numbers (17)
• 11.8: Vectors (17)
• 11.9: The Dot Product and Projection (41)
• 11.10: Parametric Equations (14)

WebAssign, the independent online homework and assessment solution, is proud to announce a new partnership with the open source teaching community. Precalculus, is authored by Carl Stitz of Lakeland Community College and Jeff Zeager of Lorain County Community College, winners of the University System of Ohio Faculty Innovation Award. This textbook, available through the Orange Grove Texts Plus open source content repository, is now supported by homework questions and student learning resources within WebAssign.

WebAssign Content for the Precalculus project includes:

• Approximately three fourths of the Exercises from the text
• Multi-part exercises offered both as single Capstone items or assignable as individual items
• Applicable sections of the text linked to individual questions
• Video and web resources linked from each question
• Tutorial items that interactively step students through problem-solving strategies
##### Question Group Key
XP - Extra Problem
cap - Capstone Multi-part Exercises
part - Individual assignable parts of the Capstone
CYM - Check Your Mastery End-of-Section questions

##### Question Availability Color Key
BLACK questions are available now
GRAY questions are under development

Group Quantity Questions
Chapter 1: Relations and Functions
1.1 41 CYM.001 CYM.002 001 002.cap 002.part1 002.part2 002.part3 002.part4 003.XP.cap 003.XP.part1 003.XP.part2 003a.cap 003a.part1 003a.part2 003b.cap 003b.part1 003b.part2 003c.cap 003c.part1 003c.part2 003d.cap 003d.part1 003d.part2 003e.cap 003e.part1 003e.part2 003f.cap 003f.part1 003f.part2 003g.cap 003g.part1 003g.part2 003h.cap 003h.part1 003h.part2 004 005 006 007 008 012
1.2 23 CYM.001 CYM.002 001a 001b 001c 001d 002a 002b 002c 002d 002e 002f 002g 002h 003a 003b 003c 003d 003e 003f 004a 004b 005
1.3 49 CYM.001 001a.cap 001a.part1 001a.part2 001a.part3 001b.cap 001b.part1 001b.part2 001b.part3 001c.cap 001c.part1 001c.part2 001c.part3 001d.cap 001d.part1 001d.part2 001d.part3 001e.cap 001e.part1 001e.part2 001e.part3 001f.cap 001f.part1 001f.part2 001f.part3 001g.cap 001g.part1 001g.part2 001g.part3 001h.cap 001h.part1 001h.part2 001h.part3 001i.cap 001i.part1 001i.part2 001i.part3 001j.cap 001j.part1 001j.part2 001j.part3 001k.cap 001k.part1 001k.part2 001k.part3 001l.cap 001l.part1 001l.part2 001l.part3
1.4 40 CYM.001 CYM.002 001a 001b 001c 001d 001e 001f 001g 001h 001i 001j 001k 001l 002a 002b 002c 002d 002e 002f 002g 002h 002i 002j 002k 002l 003a 003b 003c 003d 003e 003f 003g 003h 003i 003j 003k 003l 003m 003n
1.5 64 CYM.001 CYM.002 CYM.003 001 002 003 004 005a 005b 005c 005d 005e 005f 005g 005h 005i 006a 006b 006c 006d 006e 006f 006g 006h 006i 007a 007b 007c 007d 007e 007f 007g 007h 007i 008a 008b 008c 008d 008e 008f 009a 009b 009c 009d 009e 009f 010a 010b 010c 010d 010e 010f 010g 010h 010i 010j 010k 010l 010m 010n 010o 010p 011 012
1.6 46 CYM.001 CYM.002 001ai 001aii 001aiii 001aiv 001b.XP 001bi 001bii 001biii 001biv 001bv 001bvi 002ai 002aii 002aiii 002aiv 002bi 002bii 002biii 002biv 003ai 003aii 003aiii 003aiv 003av 003avi 003bi 003bii 003biii 003biv 003bv 003bvi 004.XP 004a 004b 004c 004d 004e 004f 004g 004h 004i 004j 004k 004l
1.7 60 CYM.001 CYM.002 CYM.003 CYM.004 001a.cap 001a.part1 001a.part2 001a.part3 001a.part4 001b.cap 001b.part1 001b.part2 001b.part3 001b.part4 001c.cap 001c.part1 001c.part2 001c.part3 001c.part4 001d.cap 001d.part1 001d.part2 001d.part3 001d.part4 002a 002b 002c 002d 002e 002f 002g 002h 002i 002j 003.cap 003.parta 003.partb 003.partc 003.partd 003.parte 003.partf 003.partg 003.parth 003.parti 003.partj 003.partk 003.partl 003.partm 003.partn 003.parto 004a 004b 004c 004d 005a 005b 005c 005d 006 008
1.8 28 CYM.001 CYM.002 001a 001b 001c 001d 001e 001f 001g 001h 001i 002a 002b 002c 002d 003a 003b 003c 003d 003e 003f 003g 003h 003i 003j 003k 003l 004
Chapter 2: Linear and Quadratic Functions
2.1 40 CYM.001 CYM.002 001a.cap 001a.part1 001a.part2 001b.cap 001b.part1 001b.part2 001c.cap 001c.part1 001c.part2 001d.cap 001d.part1 001d.part2 002a 002b 002c 002d 003 004 005 005.alt 006 007 008 009 010 011a 011b 012a 012b 016.XP 016a 016b 016c 016d 016e 016f 017a 017b 017c 017d
2.2 69 CYM.001 001a.cap 001a.part1 001a.part2 001a.part3 001a.part4 001a.part5 001a.part6 001b.cap 001b.part1 001b.part2 001b.part3 001b.part4 001b.part5 001b.part6 001c.cap 001c.part1 001c.part2 001c.part3 001c.part4 001c.part5 001c.part6 001d.cap 001d.part1 001d.part2 001d.part3 001d.part4 001d.part5 001d.part6 001e.cap 001e.part1 001e.part2 001e.part3 001e.part4 001e.part5 001e.part6 001f.cap 001f.part1 001f.part2 001f.part3 001f.part4 001f.part5 001f.part6 001g.cap 001g.part1 001g.part2 001g.part3 001g.part4 001g.part5 001g.part6 001h.cap 001h.part1 001h.part2 001h.part3 001h.part4 001h.part5 001h.part6 001i.cap 001i.part1 001i.part2 001i.part3 001i.part4 001i.part5 001i.part6 003 005a 005b 005c 005d
2.3 71 CYM.001 CYM.002 001a.cap 001a.part1 001a.part2 001a.part3 001a.part4 001a.part5 001a.part6 001b.cap 001b.part1 001b.part2 001b.part3 001b.part4 001b.part5 001b.part6 001c.HML 001c.cap 001c.part1 001c.part2 001c.part3 001c.part4 001c.part5 001c.part6 001d.cap 001d.part1 001d.part2 001d.part3 001d.part4 001d.part5 001d.part6 001e.cap 001e.part1 001e.part2 001e.part3 001e.part4 001e.part5 001e.part6 001f.cap 001f.part1 001f.part2 001f.part3 001f.part4 001f.part5 001f.part6 001g.cap 001g.part1 001g.part2 001g.part3 001g.part4 001g.part5 001g.part6 001h.cap 001h.part1 001h.part2 001h.part3 001h.part4 001h.part5 001h.part6 002 003 005 006 007 008 009a 009b 009c 009d 009e 009f
2.4 32 CYM.001 CYM.002 CYM.003 CYM.004 CYM.005 001a 001b 001c 001d 001e 001f 001g 001h 001i 001j 001k 001l 001m 001n 001o 001p 001q 001r 003 004 005 006a 006b 006c 006d 006e 006f
2.5 4 001 002 003 004
Chapter 3: Polynomial Functions
3.1 53 CYM.001 CYM.002 001a.cap 001a.part1 001a.part2 001a.part3 001a.part4 001b.cap 001b.part1 001b.part2 001b.part3 001b.part4 001c.cap 001c.part1 001c.part2 001c.part3 001c.part4 001d.cap 001d.part1 001d.part2 001d.part3 001d.part4 001e.cap 001e.part1 001e.part2 001e.part3 001e.part4 001f.cap 001f.part1 001f.part2 001f.part3 001f.part4 002a 002b 002c 002d 002e 002f 003 004a 004b 004c 004d 005 006 008 011a 011b 011c 011d 011f 011g 011h
3.2 20 CYM.001 CYM.002 001a 001b 001c 001d 002.XP1 002.XP2 002a 002b 002b.alt 002c 002c.alt 002d 002e 002f 003a 003b 003c 003d 003e 003f 003g 003g.alt 004 005
3.3 26 CYM.001 CYM.002 001a 001b 001c 001d 001e 001f 001g 001h 001i 001j 001k 001l 001m 001n 002 003a 003b 003c 003d 003e 003f 003g 003h 004
3.4 38 CYM.001 CYM.002 CYM.003 001.XP 001a 001b 001c 001d 002a 002b 002c 002d 002e 002f 003.XP 003a 003b 003c 003d 004a 004b 005a 005b 005c 005d 005e 005f 005g 005h 005i 005j 005k 005l 005m 005n 005o 005p 007
Chapter 4: Rational Functions
4.1 58 CYM.001 001a.cap 001a.part1 001a.part2 001a.part3 001a.part4 001b.cap 001b.part1 001b.part2 001b.part3 001b.part4 001c.cap 001c.part1 001c.part2 001c.part3 001c.part4 001d.cap 001d.part1 001d.part2 001d.part3 001d.part4 001e.cap 001e.part1 001e.part2 001e.part3 001e.part4 001f.cap 001f.part1 001f.part2 001f.part3 001f.part4 001g.cap 001g.part1 001g.part2 001g.part3 001g.part4 001h.cap 001h.part1 001h.part2 001h.part3 001h.part4 001i.cap 001i.part1 001i.part2 001i.part3 001i.part4 001j.cap 001j.part1 001j.part2 001j.part3 001j.part4 001k.cap 001k.part1 001k.part2 001k.part3 001k.part4 002 003
4.2 24 CYM.001 001a 001b 001c 001d 002a 002b 002c 002d 002e 002f 002g 002h 002i 002j 002k 002l 002m 004a 004b 004c 004d 005 006
4.3 34 CYM.001 CYM.002 001a 001b 001c 001d 001e 001f 002.XP 002a 002b 002c 002d 002e 002f 002g 002h 002i 002j 002k 002l 002m 002n 002o 003 004 005 006a 006b 006c 006d 006e 006f 008
Chapter 5: Further Topics in Functions
5.1 53 CYM.001 CYM.002 001.XP 001a 001b 001c 001d 001e 001f 001g 001h 001i 001j 001k 001l 001m 001n 002a 002b 002c 002d 003a 003b 003c 003d 003e 003f 003g 003h 003i 004a 004b 004c 004d 005a 005b 005c 005d 005e 005f 005g 005h 005i 005j 005k 005l 006 008a 008b 008c 008d 010 011
5.2 23 CYM.001 CYM.002 001.XP 001a 001b 001c 001d 001e 001f 001g 001h 001i 001j 001k 001l 001m 001n 001o 003 004a 004b 004c 004d
5.3 58 CYM.001 CYM.002 001a.cap 001a.part1 001a.part2 001a.part3 001b.cap 001b.part1 001b.part2 001b.part3 001c.cap 001c.part1 001c.part2 001c.part3 001d.cap 001d.part1 001d.part2 001d.part3 001e.cap 001e.part1 001e.part2 001e.part3 001f.cap 001f.part1 001f.part2 001f.part3 001g.cap 001g.part1 001g.part2 001g.part3 002a 002b 002c 002d 003a 003b 003c 003d 003e 003f 003g 003h 003i 003j 003k 003l 003m 003n 003o 003p 003q 003r 003s 006 007 008 009 012
Chapter 6: Exponential and Logarithmic Functions
6.1 47 CYM.001 001a 001b 001c 001d 001e 001f 001g 001h 001i 001j 001k 001l 001m 001n 001o 001p 001q 001r 001s 001t 001u 001v 001w 001x 001y 002a 002b 002c 002d 002e 002f 002g 002h 002i 002j 002k 002l 002m 002n 002o 003a 003b 003c 003d 005 006
6.2 42 CYM.001 CYM.002 001.XP 001a 001b 001c 001d 001e 001f 001g 001h 001i 001j 001k 001l 001m 002a 002b 002c 002d 002e 002f 002g 002h 002i 002j 002k 002l 002m 003a 003b 003c 003d 004a 004b 004c 004d 004e 004f 007a 007b 007c
6.3 35 CYM.001 CYM.002 001a 001b 001c 001d 001e 001f 001g 001h 001i 001j 001k 001l 001m 001n 001o 001p 002a 002b 002c 002d 002e 002f 003a 003b 003c 003d 003e 003f 004 005.cap 005.part1 005.part2 006
6.4 30 CYM.001 CYM.002 001a 001b 001c 001d 001e 001f 001g 001h 001i 001j 001k 001l 001m 001n 001o 002a 002b 002c 002d 002e 002f 003a 003b 003c 003d 004 005 007
6.5 19 CYM.001 001 002.cap 002.parta 002.partb 002.partc 002.partd 003 005.cap 005.parta 005.partb 005.partc 009 010 011 013 014 015 017
Chapter 7: Hooked on Conics
7.2 43 CYM.001 CYM.002 001a.cap 001a.part1 001a.part2 001b.cap 001b.part1 001b.part2 001c.cap 001c.part1 001c.part2 001d.cap 001d.part1 001d.part2 001e.cap 001e.part1 001e.part2 001f.cap 001f.part1 001f.part2 002a.cap 002a.part1 002a.part2 002b.cap 002b.part1 002b.part2 002c.cap 002c.part1 002c.part2 002d.cap 002d.part1 002d.part2 002e.cap 002e.part1 002e.part2 002f.cap 002f.part1 002f.part2 003a 003b 003c 003d 005
7.3 87 CYM.001 CYM.002 001a.cap 001a.part1 001a.part2 001a.part3 001a.part4 001a.part5 001b.cap 001b.part1 001b.part2 001b.part3 001b.part4 001b.part5 001c.cap 001c.part1 001c.part2 001c.part3 001c.part4 001c.part5 001d.cap 001d.part1 001d.part2 001d.part3 001d.part4 001d.part5 001e.cap 001e.part1 001e.part2 001e.part3 001e.part4 001e.part5 001f.cap 001f.part1 001f.part2 001f.part3 001f.part4 001f.part5 001g.cap 001g.part1 001g.part2 001g.part3 001g.part4 001g.part5 001h.cap 001h.part1 001h.part2 001h.part3 001h.part4 001h.part5 002a.cap 002a.part1 002a.part2 002a.part3 002a.part4 002b.cap 002b.part1 002b.part2 002b.part3 002b.part4 002c.cap 002c.part1 002c.part2 002c.part3 002c.part4 002d.cap 002d.part1 002d.part2 002d.part3 002d.part4 002e.cap 002e.part1 002e.part2 002e.part3 002e.part4 002f.cap 002f.part1 002f.part2 002f.part3 002f.part4 003.XP 003a 003b 003c 003d 004 005
7.4 101 CYM.001 CYM.002 001a.cap 001a.part1 001a.part2 001a.part3 001a.part4 001a.part5 001a.part6 001b.cap 001b.part1 001b.part2 001b.part3 001b.part4 001b.part5 001b.part6 001c.cap 001c.part1 001c.part2 001c.part3 001c.part4 001c.part5 001c.part6 001d.cap 001d.part1 001d.part2 001d.part3 001d.part4 001d.part5 001d.part6 001e.cap 001e.part1 001e.part2 001e.part3 001e.part4 001e.part5 001e.part6 001f.cap 001f.part1 001f.part2 001f.part3 001f.part4 001f.part5 001f.part6 001g.cap 001g.part1 001g.part2 001g.part3 001g.part4 001g.part5 001g.part6 002a.cap 002a.part1 002a.part2 002a.part3 002a.part4 002a.part5 002a.part6 002b.cap 002b.part1 002b.part2 002b.part3 002b.part4 002b.part5 002b.part6 002c.cap 002c.part1 002c.part2 002c.part3 002c.part4 002c.part5 002c.part6 002d.cap 002d.part1 002d.part2 002d.part3 002d.part4 002d.part5 002d.part6 002e.cap 002e.part1 002e.part2 002e.part3 002e.part4 002e.part5 002e.part6 002f.cap 002f.part1 002f.part2 002f.part3 002f.part4 002f.part5 002f.part6 003.XP1 003.XP1.alt 003.XP2 003.XP3 003a 003b 003c 003c.alt 003d 003d.alt 004
7.5 86 CYM.001 CYM.002 001a.cap 001a.part1 001a.part2 001a.part3 001a.part4 001a.part5 001a.part6 001b.cap 001b.part1 001b.part2 001b.part3 001b.part4 001b.part5 001b.part6 001c.cap 001c.part1 001c.part2 001c.part3 001c.part4 001c.part5 001c.part6 001d.cap 001d.part1 001d.part2 001d.part3 001d.part4 001d.part5 001d.part6 001e.cap 001e.part1 001e.part2 001e.part3 001e.part4 001e.part5 001e.part6 001f.cap 001f.part1 001f.part2 001f.part3 001f.part4 001f.part5 001f.part6 001g.cap 001g.part1 001g.part2 001g.part3 001g.part4 001g.part5 001g.part6 002a.cap 002a.part1 002a.part2 002a.part3 002a.part4 002a.part5 002a.part6 002b.cap 002b.part1 002b.part2 002b.part3 002b.part4 002b.part5 002b.part6 002c.cap 002c.part1 002c.part2 002c.part3 002c.part4 002c.part5 002c.part6 002d.cap 002d.part1 002d.part2 002d.part3 002d.part4 002d.part5 002d.part6 003.XP 003a 003b 003c 003d 005 006
Chapter 8: Systems of Equations and Matrices
8.1 79 CYM.001 001a.cap 001a.part1 001a.part2 001a.part3 001b.cap 001b.part1 001b.part2 001b.part3 001c.cap 001c.part1 001c.part2 001c.part3 001d.cap 001d.part1 001d.part2 001d.part3 001e.cap 001e.part1 001e.part2 001e.part3 001f.cap 001f.part1 001f.part2 001f.part3 001g.cap 001g.part1 001g.part2 001g.part3 001h.cap 001h.part1 001h.part2 001h.part3 001i.cap 001i.part1 001i.part2 001i.part3 001j.cap 001j.part1 001j.part2 001j.part3 001k.cap 001k.part1 001k.part2 001k.part3 001l.cap 001l.part1 001l.part2 001l.part3 001m.cap 001m.part1 001m.part2 001m.part3 001n.cap 001n.part1 001n.part2 001n.part3 001o.cap 001o.part1 001o.part2 001o.part3 001p.cap 001p.part1 001p.part2 001p.part3 001q.cap 001q.part1 001q.part2 001q.part3 001r.cap 001r.part1 001r.part2 001r.part3 002 003 004 005 006 008
8.2 32 CYM.001 001a 001b 001c 001d 001e 001f 002a 002b 002c 002d 002e 002f 002g 003a 003b 003c 003d 003e 003f 003g 003h 003i 003j 003k 003l 003m 003n 004 005 006 007
8.3 19 CYM.001 CYM.002 001.XP 001a 001b 001c 001d 001e 001f 001g 001h 001i 001j 001k 001l 001m 001n 002 003
8.4 17 CYM.001 001a 001b 001c 001d 001e 001f 001g 001h 002a 002b 002c 003a 003b 003c 004 005
8.5 25 CYM.001 001.XP 001a 001b 001c 001d 001e 001f 001g 001h 002a 002b 002c 002d 002e 003a 003b 004a 004b 005 006 007 008 009 011
8.6 18 001a 001b 001c 001d 001e 001f 002a 002b 002c 002d 002e 002f 002g 002h 002i 002j 002k 002l
8.7 34 CYM.001 CYM.002 001a 001b 001c 001d 001e 001f 002a 002b 002c 002d 002e 002f 002g 002h 003 004 005 006 007 008 009a 009b 009c 010 011a 011b 011c 011d 011e 011f 012 014
Chapter 9: Sequences and the Binomial Theorem
9.1 36 CYM.001 CYM.002 CYM.003 001.XP 001a 001b 001c 001d 001e 001f 001g 001h 001i 001j 001k 001l 002a 002b 002c 002d 002e 002f 002g 002h 003.XP 003a 003b 003c 003d 003e 003f 003g 003h 003i 007 009
9.2 30 CYM.001 CYM.002 CYM.003 001.XP1 001.XP2 001a 001b 001c 001d 001e 001f 001g 001h 002a 002b 002c 002d 002e 002f 002g 002h 003.XP 003a 003b 003c 004a 004b 004c 004d 005
9.4 28 CYM.001 CYM.002 001.XP1 001.XP2 001a 001b 001c 001d 001e 001f 001g 001h 001i 002.XP1 002.XP2 002a 002b 002c 002d 003a 003b 003c 004.XP 004a 004b 004c 004d 004e
Chapter 10: Foundations of Trigonometry
10.1 25 001a 001c 002a 002d 003a 003c 003d 003e 003g 004a 004b 004c 004h 005a 005b 005c 005d 005e 005f 005h 006 008 010a 010b 010c
10.2 52 001a 001b 001c 001d 001e 001f 001g 001h 001i 001k 001l 001m 001o 001p 001q 001r 001t 002a 002b 002c 002d 002e 002f 003a 003b 003c 003d 003e 003f 004a 004b 004c 004d 004e 004f 004g 004h 004i 005a 005b 005c 005d 006a 006b 006c 006d 006e 006f 007a 007b 007c 007d
10.3 57 001a 001b 001c 001d 001e 001f 001g 001h 001i 001j 001k 001l 001m 001n 001o 001p 001q 001r 001s 001t 002a 002b 002c 002d 002e 002f 003a 003b 003c 003d 003e 003f 003g 003h 004a 004b 004c 004d 004e 004f 004g 004h 004i 004j 004k 005a 005b 005c 005d 005e 005f 005g 005h 005i 006 008 010
10.4 28 005a 005b 005c 005d 005e 005f 009a 011 012 013 014a 014b 014c 015a 015b 015c 015d 016 017 025a 025b 025c 026a 026b 026c 026d 026e 026f
10.5 28 001a 001b 001c 001d 001e 001f 001g 001h 001i 001j 001k 001l 002a 002b 002c 002d 002e 002f 002g 002h 002i 002j 002k 002l 003a 003b 003c 003d
10.6 87 001a 001b 001c 001d 001e 001f 001g 001h 001i 002a 002b 002c 002d 002e 002f 002g 002h 002i 003a 003b 003c 003d 003e 003f 003g 004a 004b 004c 004d 004e 004f 004g 005a 005b 005c 005d 005e 005f 005g 005h 006a 006b 006c 006d 007a 007b 007c 007d 008a 008b 008c 008d 009a 009b 009c 009d 010a 010c 010e 010i 010k 010l 010n 010p 011a 011b 011c 011d 011e 011f 011g 011h 011i 011j 011k 011l 018a 018b 018d 018e 018g 018i 018j 018n 019a 019b 019c
10.7 66 001a 001b 001c 001d 001e 001f 001g 001h 001i 001j 001k 001l 001m 001n 001o 002a 002b 002c 002d 002e 002f 002g 002h 002i 002j 002k 002l 002m 002n 002o 002p 002q 002r 002s 002t 003a 003b 003c 003d 003e 003f 003g 004a 004b 004c 004d 004e 005a 005b 005c 005d 006a 006b 006c 006d 006e 006f 006g 006h 007a 007b 007c 007d 007e 007f 007g
Chapter 11: Applications of Trigonometry
11.1 7 001 002 003 004 005 006 007
11.2 10 001a 001b 001e 001g 001i 001l 001o 001t 002 003
11.3 15 001a 001b 001f 001g 001j 002a 002b 002f 003a 003b 003c 004 005 006 007
11.4 30 001a 001b 001c 001d 001e 001f 002a 002b 002c 002d 002e 002f 003a 003b 003c 003d 003e 003f 004a 004b 004c 004d 004e 004f 005a 005b 005c 005d 005e 005f
11.5 30 001b 001c 001e 001f 001g 001i 001k 001l 001n 001o 001p 001r 002a 002b 002c 002d 002e 002f 003a 003b 004a 004b 004c 004d 007b 007d 007e 007h 007i 007j
11.6 8 001a 001b 001c 001d 002a 002b 002c 002d
11.7 17 001a 001b 001c 001d 002a 002b 002c 002d 003a 003b 003c 003d 003e 003f 004a 004b 004c
11.8 17 001a 001b 001c 001d 001e 001f 001g 001h 001i 001j 001k 002 003 004 006 007 008
11.9 41 001a.cap 001a.part1 001a.part2 001a.part3 001a.part4 001b.cap 001b.part1 001b.part2 001b.part3 001b.part4 001c.cap 001c.part1 001c.part2 001c.part3 001c.part4 001d.cap 001d.part1 001d.part2 001d.part3 001d.part4 001e.cap 001e.part1 001e.part2 001e.part3 001e.part4 001f.cap 001f.part1 001f.part2 001f.part3 001f.part4 001g.cap 001g.part1 001g.part2 001g.part3 001g.part4 001h.cap 001h.part1 001h.part2 001h.part3 001h.part4 002
11.10 14 001a 001b 001c 001d 002a 002b 002c 002d 003a 003b 003c 003d 003e 003f
Total 2294 (11)