Prentice Hall Algebra 1

Practice and Problem-Solving Exercises

A Practice

See Problems 1 and 2.

Solve each equation using addition or subtraction. Check your answer.

  1. 6 = x + 2
  2. 27 + n = 46
  3. 23 = v + 5
  4. 4 = q + 13
  5. f + 9 = 20
  6. negative 5 plus eh equals 21
  7. negative 17 equals 3 plus k
  8. 5.5 equals negative 2 plus d
  9. c plus 4 equals negative 9
  10. 67 equals w minus 65
  11. 23 equals b minus 19
  12. g minus 3.5 equals 10
  13. y minus 19 equals 37
  14. q minus 11 equals negative 9
  15. negative 2.5 equals p plus 7.1
  16. j minus 3 equals negative 7

See Problems 3 and 4.

Solve each equation using multiplication or division. Check your answer.

  1. negative 8 n equals negative 64
  2. negative 7 y equals 28
  3. 5b = 145
  4. 6a = 0.96
  5. negative 96 equals 4 c
  6. 11 = 2.2t
  7. 17.5 = 5s
  8. 7 r equals , negative , 7 halves
  9. m over 7 , equals 12
  10. 35 equals , j over 5
  11. k over 7 , equals 13
  12. negative 39 equals , q over 3
  13. 14 equals , z over 2
  14. q over negative 9 , equals negative 9
  15. negative 13 equals , m over negative 5
  16. k over 4 , equals negative , 17 over 2

See Problem 5.

Solve each equation. Check your answer.

  1. 2 thirds , q equals 18
  2. 3 fourths , x equals 9
  3. 5 eighths , y equals negative 1
  4. 3 fifths , m equals negative 15
  5. 1 fifth , x equals , 2 sevenths
  6. 36 equals , 4 ninths , d
  7. negative 6 equals , 3 sevenths , n
  8. 3 eighths , p equals 9

See Problem 6.

Define a variable and write an equation for each situation. Then solve.

  1. Music You have a rack that can hold 30 CDs. You can fit 7 more CDs on the rack before the rack is full. How many CDs are in the rack?
  2. Population In a 3-year period, a city's population decreased by 7525 to about 581,600. What was the city's population at the beginning of the 3-year period?

End ofPage 85

Table of Contents

Prentice Hall Algebra 1 Chapter 1 Foundations for Algebra Chapter 2 Solving Equations Chapter 3 Solving Inequalities Chapter 4 An Introduction to Functions Chapter 5 Linear Functions Chapter 6 Systems of Equations and Inequalities Chapter 7 Exponents and Exponential Functions Chapter 8 Polynomials and Factoring Chapter 9 Quadratic Functions and Equations Chapter 10 Radical Expressions and Equations Chapter 11 Rational Expressions and Functions Chapter 12 Data Analysis and Probability Skills Handbook Reference Visual Glossary Selected Answers Index Acknowledgments