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In English, phrases are not complete sentences. In math, phrases are translated into variable expressions. Sentences are translated into equations or inequalities. Let x represent the number. Phrase Translation a. The sum of 3 and a number 3 x b. The difference between a number and 4 x 4 c. A number decreased by 7 x 7 Exercises for Example 1 Write the phrase as a variable expression. The sum of 1 and a number 2. A number plus 8 5. A number increased by 6 6. The difference between a number and 10 Algebra 1, Concepts and Skills 13 17 1. Let n represent the number. Phrase a. The quotient of a number and 2 c. A number multiplied by 4 Translation 8n n 2 4n Exercises for Example 2 Write the phrase as a variable expression.
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The product of 3 and a number 8. The quotient of a number and multiplied by a number One half of a number divided by a number 14 Algebra 1, Concepts and Skills 18 1. Translate into mathematical symbols: The product of a number and 8 is Use mental math to solve your equation and check your solution. The equation is 8x Using mental math, the solution is x 7. Then use mental math to solve your equation. A number plus 6 is The quotient of a number and 4 is A number increased by 8 is A number multiplied by 3 is Algebra 1, Concepts and Skills 15 19 1. First you write a verbal model using words. Then you translate the verbal model into an algebraic model.
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If both sides of the equation have the same value, then the number is a solution. Exercises for Example 1 Check whether the given number is a solution of the equation. What number can be subtracted from 7 to get 15? What number can 7 be subtracted from to get 15? What number can 15 be subtracted from to get 7? Because 7 can be subtracted from 22 to get 15, question B could be used to solve the equation x Exercises for Example 2 Write a question that could be used to solve the equation. Then use mental mathto solve the equation. Exercises for Example 3 Check whether the given number is a solution of the inequality f 3 8 h 4 10 x 6x 15 2 12 Algebra 1, Concepts and Skills 16 1.
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Algebra 1, Concepts and Skills 1 5 1. The distance traveled is miles. Exercises for Example Find the distance traveled if you drive at an average speed of 60 miles per hour for 4 hours. Find the distance traveled by an airplane flying at an average speed of miles per hour for 6 hours. The area A of a triangle is equal to half the base b times the height h: A 1 Find the area of the triangle below in square feet. The perimeter P of a triangle is equal to the sum of the lengths of its sides: P a b c. Find the perimeter of the triangle below in feet. A 1 Write formula. A 6 Simplify. The triangle has an area of 6 square feet. P a b c Write formula. P Substitute 4 for b and 3 for h. P 12 Simplify. The triangle has a perimeter of 12 feet. Exercises for Example Find the area of a triangle with a base of 10 inches and a height of 6 inches.
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Find the area of a square when s 12 cm. Evaluate 5x 2 6 when x 3. Use the order of operations. Evaluate Use the order of operations. Evaluate product. Evaluate difference. Divide first. Evaluate quotient. Work from left to right. Evaluate the quotient. Exercises for Example 2 Evaluate the expression. Suppose a family of 2 adults and 3 children go to the park. The children s ages are 6 years, 8 years, and 13 years. Write an expression that represents the admission price for the family. Use a calculator to evaluate the expression. The family must buy 3 adult tickets and 2 children s tickets. An expression that represents the admission price for the family is 3 34 2 Exercise for Example Rework Example 3 for a family of 2 adults and 4 children.
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The children s ages are 2 years, 4 years, 10 years, and 12 years. Algebra 1, Concepts and Skills 9 13 1. When the variable in an equation is replaced by a number and the resulting statement is true, the number is a solution of the equation. Finding all the solutions of an equation is called solving the equation. An inequality is a statement formed when an inequality symbol is placed between two expressions. A solution of an inequality is a number that produces a true statement when it is substituted for the variable in the inequality.
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The same method can be applied to problems requiring even more variables. What You Learned Before pp. Exercises 4 1. The test is divided into sections according to skill. The only difference between those and the second function is that it is flipped upside down. Algebra 2 practice questions to help you review and prepare so you can get a high score on this tough, but all-important exam. If your answer is incorrect, review the step-by-step procedures used to solve the example problems in the narrative and try to determine at what step you deviated from the correct procedure or method of solution.
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