Algebra 2, Student Edition by McGraw-Hill Education

By McGraw-Hill Education

This system scholars want; the focal point lecturers wish! Glencoe Algebra 2 is a key software in our vertically aligned highschool arithmetic sequence built to assist all scholars in achieving a greater realizing of arithmetic and increase their arithmetic rankings on today’s high-stakes checks.

Show description

Read or Download Algebra 2, Student Edition PDF

Best algebra & trigonometry books

An Algebraic Introduction to Complex Projective Geometry: Commutative Algebra

During this creation to commutative algebra, the writer choses a path that leads the reader during the crucial principles, with no getting embroiled in technicalities. he is taking the reader quick to the basics of advanced projective geometry, requiring just a easy wisdom of linear and multilinear algebra and a few uncomplicated workforce idea.

Inequalities : a Mathematical Olympiad approach

This publication is meant for the Mathematical Olympiad scholars who desire to arrange for the learn of inequalities, an issue now of widespread use at a number of degrees of mathematical competitions. during this quantity we current either vintage inequalities and the extra precious inequalities for confronting and fixing optimization difficulties.

Recent Progress in Algebra: An International Conference on Recent Progress in Algebra, August 11-15, 1997, Kaist, Taejon, South Korea

This quantity provides the complaints of the overseas convention on ""Recent development in Algebra"" that used to be held on the Korea complex Institute of technology and know-how (KAIST) and Korea Institute for complex learn (KIAS). It introduced jointly specialists within the box to debate development in algebra, combinatorics, algebraic geometry and quantity concept.

Extra resources for Algebra 2, Student Edition

Sample text

28. If 5 + b = 13, then b = 8. 29. If 2x = 3d and 3d = -4, then 2x = -4. 30. If y - 2 = -8, then 3(y - 2) = 3(8). Solve each equation. Check your solution. 31. 2p = 14 32. -14 + n = -6 33. 7a - 3a + 2a - a = 16 34. x + 9x - 6x + 4x = 20 35. 27 = -9(y + 5) + 6(y + 8) 36. -7(p + 7) + 3(p - 4) = -17 Solve each equation or formula for the specified variable. -b 38. x = _ , for a 37. d = rt, for r 1 2 πr h, for h 39. V = _ 3 2a 1 40. A = _ h(a + b), for b 2 13 , what is the value of 3a - 3? 41. If 3a + 1 = _ 3 Lesson 1-3 Solving Equations 23 For Exercises 42 and 43, define a variable, write an equation, and solve the problem.

Lesson 1-3) Name the sets of numbers to which each number belongs. (Lesson 1-2) 8. 5 9. √100 Name the property illustrated by each equation. (Lesson 1-2) A 50 C 150 B 100 D 151 23. GEOMETRY Use the information in the figure to find the value of x. Then state the degree measures of the three angles of the triangle. (Lesson 1-3) 10. bc + (-bc) = 0 ­ÎXÊÊÓ®ƒ ( 7 )( 4 ) 4 3 =1 11. _ 1_ ­XÊʙ®ƒ ­ÓXÊÊ£®ƒ 12. 3 + (x - 1) = (3 + x) + (-1) Solve each equation. Check your solutions. Name the additive inverse and multiplicative inverse for each number.

5. Simplify 3(4x - 2y) - 2(3x + y). 14 Chapter 1 Equations and Inequalities Amy C. Etra/PhotoEdit Example 1 (p. 12) Example 2 (p. 13) Name the sets of numbers to which each number belongs. 1. -4 Name the property illustrated by each question. 2 _ 4. _ · 3 =1 3 Example 3 (p. 13) Example 4 (p. 14) Example 5 (p. 14) −− 3. 23 2. 45 5. (a + 4) + 2 = a + (4 + 2) 6. 4x + 0 = 4x 2 Identify the additive inverse and multiplicative inverse for each number. 1 8. _ 7. -8 9. 5 3 FUND-RAISING For Exercises 10 and 11, use the table.

Download PDF sample

Rated 4.55 of 5 – based on 40 votes