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Chapter
Patterns, Relations, and
Functions
Chapter Opener....................... 351
13-1 Arithmetic Sequences and
Geometric Sequences............. 352
13-2 Algebraic Patterns
and Sequences.................. 354
13-3 Conjectures and
Counterexamples................. 356
Check Your Progress I (Lessons 1–3)
13-4 Relations and Functions...... 358
13-5 Functions.................. 360
13-6 Graph Linear Functions....... 362
13-7 Slope..................... 364
Check Your Progress II (Lessons 4–7)
13-8 Nonlinear Functions.......... 366
13-9 Graph a Situation........... 368
13-10 Graph Translations
and Reflections.................. 370
13-11 Graph Rotations............ 372
13-12 Graph Dilations............. 374
Check Your Progress III (Lessons 8–12)
13-13Problem-Solving Strategy:
Consider Extreme Cases........... 376
Enrichment:
Combining Transformations......... 378
Test Prep....................... 380
Chapter
Polynomials, Equations,
and Inequalities
Chapter Opener....................... 381
14-1 Polynomials................ 382
14-2 Model Polynomials.......... 384
14-3 Add Polynomials............ 386
14-4 Subtract Polynomials......... 388
14-5 Multiply and
Divide Monomials................. 390
Check Your Progress I(Lessons 1–5)
14-6 Multiply Polynomials
by Monomials.................... 392
14-7 Divide Polynomials
by Monomials.................... 394
14-8 Solve Multistep Equations..... 396
Check Your Progress II (Lessons 6–8)
14-9 Addition and Subtraction:
Inequalities with Rational Numbers... 398
14-10 Multiplication and Division:
Inequalities with Rational Numbers... 400
Check Your Progress III (Lessons 9–10)
14-11 Problem Solving:
Review of Strategies............... 402
Enrichment:
Graphing with Absolute Values....... 404
Test Prep....................... 406