Name ________________________________________ Date __________________ Class__________________ LESSON 14-1 Practice B Factoring x2 bx c Factor each trinomial. 1. x2 7x 10 2. x2 9x 8 ________________________ 2 4. x 9x 14 _________________________ 7. x 9x 18 10. x 12x 20 _________________________ 13. x 7x 18 16. x 2x 15 _________________________ 2 11. x 11x 18 19. x 5x 6 2 14. x 10x 24 22. x x 56 2 17. x 5x 6 ________________________ 15. x2 2x 3 ________________________ 18. x2 5x 24 _________________________ 2 20. x 2x 35 ________________________ 21. x2 7x 30 _________________________ 2 23. x 2x 8 ________________________ 25. Factor n2 5n 24. Show that the original polynomial and the factored form describe the same sequence of numbers for n 0, 1, 2, 3, and 4. 12. x2 12x 32 _________________________ ________________________ 2 ________________________ _________________________ ________________________ 2 9. x2 9x 20 8. x 5x 4 ________________________ 2 ________________________ 2 ________________________ 2 6. x2 9x 18 5. x 7x 12 ________________________ 2 ________________________ 2 ________________________ 2 3. x2 13x 36 ________________________ 24. x2 x 20 _________________________ n n2 5n 24 ________________________ n ________________________ © Houghton Mifflin Harcourt Publishing Company 378 Holt McDougal Analytic Geometry n 0 1 2 3 4 (n 1)(n 5) (0 1)(0 5) 5 (1 1)(1 5) 12 (2 1)(2 5) 21 (3 1)(3 5) 32 (4 1)(4 5) 45 13. (f 7)(f 4) 14. (b 14)(b 3) 15. (x 20)(x 8) 16. (g 8)(g 6) 17. (k 18)(k 2) 18. (x 9)(x 7) 19. (p 2)(p 4) 20. (x 8)(x 9) 21. (q 3)(q 6) 22. (x 4)(x 8) 23. (t 3)(t 13) 24. (w 5)(w 25) 25. (n 12)(n 4) Practice B 1. (x 2)(x 5) 2. (x 1)(x 8) n 3. (x 4)(x 9) 4. (x 7)(x 2) 0 5. (x 3)(x 4) 7. (x 6)(x 3) 9. (x 5)(x 4) 13. (x 9)(x 2) 14. (x 12)(x 2) 15. (x 3)(x 1) 16. (x 5)(x 3) 17. (x 6)(x 1) 18. (x 8)(x 3) 19. (x 1)(x 6) 20. (x 5)(x 7) 21. (x 3)(x 10) 23. (x 2)(x 4) 39 2 28 2 15 2 0 2 8(2) 48 3 8(3) 48 3 10. (x 2)(x 10) 48 2 1 8(1) 48 2 8. (x 4)(x 1) 12. (x 8)(x 4) 02 8(0) 48 1 6. (x 6)(x 3) 11. (x 9)(x 2) n2 8n 48 4 8(4) 48 4 (n 12)(n 4) n 0 (0 12)(0 4) 48 1 (1 12)(1 4) 39 22. (x 7)(x 8) 2 (2 12)(2 4) 28 24. (x 4)(x 5) 3 (3 12)(3 4) 15 4 (4 12)(4 4) 0 25. (n 8)(n 3) 2 n 0 1 2 3 4 n 5n 24 0 5(0) 24 24 12 5(1) 24 18 22 5(2) 24 10 32 5(3) 24 0 42 5(4) 24 12 n 0 1 2 3 4 (n 8)(n 3) (0 8)(0 3) 24 (1 8)(1 3) 18 (2 8)(2 3) 10 (3 8)(3 3) 0 (4 8)(4 3) 12 Reteach 2 1. 16; 10 Factors 1 and 16 17 2 and 8 10 4 and 8 (x 2)(x 8) 4 2. 20; 9 Factors Practice C Sum 1 and 20 21 2 and 10 12 1. (x 6)(x 4) 2. (y 2)(y 10) 3. (a 9)(a 6) 4. (h 15)(h 3) 5. (x 12)(x 4) 6. (c 5)(c 10) 3. (x 12)(x 1) 7. (x 12)(x 4) 8. (d 11)(d 8) 5. (x 9)(x 4) 9. (x 2)(x 18) 10. (m 1)(m 42) 11. (x 2)(x 14) Sum 4 and 5 (x 4)(x 5) 9 4. (x 10)(x 5) 12. (n 7)(n 5) © Houghton Mifflin Harcourt Publishing Company A71 Holt McDougal Analytic Geometry
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