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Homework Simplifying, Transforming, Solving Name ________________ Class __________________ Directions: Find the degree of each polynomial 1. 2. 3. 4. 5. 6x4 -14 2x2y3c4 – 16x5y 7n3 – n2p2 8y Simplify each polynomial: 6. (4x2 + 5x) + (-2x2 + x) 7. (5ab2 + 3ab) – (2ab2 + 6 – 8ab) 8. 4(3m2 + 5m) – m(m2 – 7m + 12) 9. (11x – 6y)(2x + 3y) 10. 4m(5m2 + 2m – 7) – 3(2m2 – 6m – 9) Solve each equation: 11. n(n + 3) – n(n – 4) = 9n – 16 12. x(x – 1) + 4x = x(x – 8) 13. 5x – 22 = 3x -2(x – 1) 14. 3(x – 3) – 6 = 9x – 15 15. (2x + 3)(8) – 4(x + 1) = 6 Solve each problem: 16. A square has a side of 2m – 7 units. What is the area of the square in terms of m? A B C D 4m2 – 28m + 49 4m2 -14m - 7 4m 4m2 + 28m - 49 17. Jermaine was trying to solve an equation. His work is shown below. Fill in the missing step in his equation. 2 – (2x + 1) + 9x = 4 1 + 7x = 4 7x = 3 x = -3/7 A B C D 2 x 2x + 1 + 9x = 4 4x + 2 + 9x = 4 2 – 2x – 1 + 9x = 4 x + 10x = 4 18. Simplify 6(4x – 2) + 2(3x2 – x) – 3x2 A B C D 3x2 – 26x – 12 3x2 + 22x – 12 24x + 12 9x2 + 22x + 12 19. Simplify the algebraic expression 5(x-2) + 2(3x2 – 12x + 12) A B C D -x + 10 -13x + 14 6x2 – 7x + 10 6x2 – 19x + 14 20. Which expression best represents (3a2b3c)(-3ab)(-2a3bc3)? A B C D 18a6b5c4 -18a6b3c3 18a6b9c4 -8a6b5c4