Big Ideas Math Algebra 1 Virginia
Chapter 1
Solving Linear Equations
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- Maintaining Mathematical Proficiency arrow_forward
- Mathematical Processes arrow_forward
- Evaluating Algebraic Expressions p.3-8
- Finding Cube Roots p.9-14
- Writing Algebraic Expressions and Equations p.15-20
- Solving Simple Equations p.21-28
- Solving Multi-Step Equations p.29-36
- Solving Equations with Variables on Both Sides p.37-42
- Rewriting Equations and Formulas p.43-50
- Chapter Review arrow_forward
Chapter 2
Solving Linear Inequalities
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- Maintining Mathematical Proficiency p.55
- Mathematical Processes p.56
- Writing and Graphing Inequalities p.57-64
- Solving Inequalities Using Addition or Subtraction p.65-70
- Solving Inequalities Using Multiplication or Division p.71-76
- Solving Multi-Step Inequalities p.77-82
- Solving Compound Inequalities p.83-88
- Chapter Review arrow_forward
Chapter 3
Functions
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- Maintaining Mathematical Proficiency arrow_forward
- Mathematical Processes arrow_forward
- Functions p.95-102
- Linear Functions p.103-112
- Function Notation p.113-118
- Direct Variation p.119-124
- Inverse Variation p.125-130
- Chapter Review arrow_forward
Chapter 4
Graphing Linear Equations
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- Maintaining Mathematical Proficiency arrow_forward
- Mathematical Processes arrow_forward
- Graphing Linear Equations in Standard Form p.137-142
- Slope of a Line p.143-150
- Graphing Linear Equations in Slope-Intercept Form p.151-158
- Transformations of Graphs of Linear Functions p.159-168
- Chapter Review arrow_forward
Chapter 5
Writing Linear Equations
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- Maintaining Mathematical Proficiency arrow_forward
- Mathematical Processes arrow_forward
- Writing Equations in Slope-Intercept Form p.175-180
- Writing Equations in Point-Slope Form p.181-186
- Writing Equations of Parallel and Perpendicular Lines p.187-192
- Scatter Plots and Lines of Fit p.193-198
- Analyzing Lines of Fit p.199-206
- Chapter Review arrow_forward
Chapter 6
Solving Systems of Linear Equations
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- Maintaining Mathematical Proficiency arrow_forward
- Mathematical Processes arrow_forward
- Solving Systems of Linear Equations by Graphing p.213-218
- Solving Systems of Linear Equations by Substitution p.219-224
- Solving Systems of Linear Equations by Elimination p.225-230
- Solving Special Systems of Linear Equations p.231-236
- Graphing Linear Inequalities in Two Variables p.237-242
- Systems of Linear Inequalities p.243-250
- Chapter Review arrow_forward
Chapter 7
Polynomials
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- Maintaining Mathematical Proficiency arrow_forward
- Mathematical Processes arrow_forward
- Properties of Exponents p.257-264
- Adding and Subtracting Polynomials p.265-272
- Multiplying Polynomials p.273-278
- Special Products of Polynomials p.279-284
- Chapter Review arrow_forward
Chapter 8
Factoring Polynomials
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- Maintaining Mathematical Proficiency arrow_forward
- Mathematical Processes arrow_forward
- Solving Polynomial Equations in Factored Form p.291-296
- Factoring x^2 + bx + c p.297-302
- Factoring ax^2 + bx + c p.303-308
- Factoring Special Products p.309-314
- Dividing Polynomials p.315-320
- Chapter Review arrow_forward
Chapter 9
Graphing Quadratic Functions
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- Maintaining Mathematical Proficiency arrow_forward
- Mathematical Processes arrow_forward
- Graphing f(x) = ax^2 p.327
- Graphing f(x) = ax^3 p.327
- Graphing f(x) = ax^4 p.327
- Graphing f(x) = ax^5 p.329
- Graphing f(x) = ax^6 p.329
- Graphing f(x) = ax^7 p.330
- Graphing f(x) = ax^8 p.330
- Graphing f(x) = ax^9 p.330
- Graphing f(x) = ax^10 p.330
- Graphing f(x) = ax^11 p.330
- Graphing f(x) = ax^12 p.330
- Graphing f(x) = ax^13 p.330
- Graphing f(x) = ax^14 p.331
- Graphing f(x) = ax^15 p.331
- Graphing f(x) = ax^16 p.331
- Graphing f(x) = ax^17 p.331
- Graphing f(x) = ax^18 p.331
- Graphing f(x) = ax^19 p.331
- Graphing f(x) = ax^20 p.331
- Graphing f(x) = ax^21 p.331
- Graphing f(x) = ax^22 p.331
- Graphing f(x) = ax^23 p.331
- Graphing f(x) = ax^24 p.331
- Graphing f(x) = ax^25 p.331
- Graphing f(x) = ax^26 p.331
- Graphing f(x) = ax^27 p.331
- Graphing f(x) = ax^28 p.331
- Graphing f(x) = ax^29 p.331
- Graphing f(x) = ax^30 p.331
- Graphing f(x) = ax^31 p.331
- Graphing f(x) = ax^32 p.331
- Graphing f(x) = ax^33 p.332
- Graphing f(x) = ax^34 p.332
- Graphing f(x) = ax^35 p.332
- Graphing f(x) = ax^36 p.332
- Graphing f(x) = ax^37 p.332
- Graphing f(x) = ax^38 p.332
- Graphing f(x) = ax^39 p.332
- Graphing f(x) = ax^40 p.332
- Graphing f(x) = ax^41 p.332
- Graphing f(x) = ax^42 p.332
- Graphing f(x) = ax^43 p.332
- Graphing f(x) = ax^44 p.332
- Graphing f(x) = ax^45 p.332
- Graphing f(x) = ax^46 p.332
- Graphing f(x) = ax^47 p.332
- Graphing f(x) = ax^48 p.332
- Graphing f(x) = ax^2 + c p.333-338
- Graphing f(x) = ax^2 + bx + c p.339-346
- Graphing f(x) = a(x + h)^2 + k p.347-354
- Using Intercept Form p.355-364
- Comparing Linear and Quadratic Models p.365-372
- Chapter Review arrow_forward
Chapter 10
Solving Quadratic Equations
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- Maintaining Mathematical Proficiency arrow_forward
- Mathematical Processes arrow_forward
- Simplifying Radical Expressions p.379-386
- Solving Quadratic Equations Using Square Roots p.387-392
- Solving Quadratic Equations by Completing the Square p.393-402
- Solving Quadratic Equations Using the Quadratic Formula p.403-412
- Chapter Review arrow_forward
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About this book
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