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**Extra resources for Algebra I**

**Sample text**

15 is what % of 60? 9. (3 × 10 )(2 × 10 ) = 4 8 5 4. 5 5. 12 or 2 2 6. 125 7. 8 8. 25% Answers: 1. –3 2. 36 3. 12 9 12 5 5 12 9. 6 × 10 Chapter 3 TERMINOLOGY, SETS, AND EXPRESSIONS Chapter Check-In ❑ Set theory ❑ Algebraic expressions ❑ Evaluating expressions nderstanding the language of algebra and how to work with algebraic expressions will give you a good foundation for learning the rules of U algebra. Some Basic Language The two sections that follow will give you a “heads up” on some ways of writing the same operation and the common algebraic use of some letters.

Change to decimal: 8 7. 8 8. 15 is what % of 60? 9. (3 × 10 )(2 × 10 ) = 4 8 5 4. 5 5. 12 or 2 2 6. 125 7. 8 8. 25% Answers: 1. –3 2. 36 3. 12 9 12 5 5 12 9. 6 × 10 Chapter 3 TERMINOLOGY, SETS, AND EXPRESSIONS Chapter Check-In ❑ Set theory ❑ Algebraic expressions ❑ Evaluating expressions nderstanding the language of algebra and how to work with algebraic expressions will give you a good foundation for learning the rules of U algebra. Some Basic Language The two sections that follow will give you a “heads up” on some ways of writing the same operation and the common algebraic use of some letters.

X 5 -4=2 Add 4 to both sides. x 5 -4= 2 +4 +4 x = 6 5 Multiply both sides by 5 to get x. x ^5h 5 = ^5h 6 x = 30 Example 4: Solve for x. 3 5 x - 6 = 12 Chapter 4: Equations, Ratios, and Proportions Add 6 to each side. 3 5 x - 6 = 12 +6 +6 3x = 18 5 Multiply each side by 5/3 (same as dividing by 3/5). 5 3 5 c 3 m 5 x = c 3 m 18 J N 6 18 x = KK 5 OO 1 3O KY L1 P x = 30 Example 5: Solve for x. 5x = 2x – 6 Add –2x to each side. 5x = 2x - 6 - 2x - 2x 3x = -6 Divide both sides by 3. 3x = - 6 3 3 x =- 2 Example 6: Solve for x.