Subtract Polynomials - Assignment: Subtract Polynomials...

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Assignment: Subtract PolynomialsPart I: Practice solving Polynomials1.(9x – 4) – (3x +2)9x – 4 – (3x +2)9x – 4 - 3x - 26x – 4 – 26x – 66 (x - 1)2.(3x2+ 8) – (2x2+ 1)3x2+ 8 – (2x2+ 1)3x2+ 8 – 2x2– 1x2+ 8 – 1x2+ 73.(5x2+ 3x – 4) – (x2– 6x)5x2+ 3x – 4 – (x2– 6x)5x2+ 3x – 4 – x2+ 6x4x2+ 3x – 4 + 6x4x2+ 9x – 44.(10x2– 5) – (12x2+ 4x – 3)10x2– 5 – (12x2+ 4x – 3)10x2– 5 – 12x2- 4x + 3-2x2– 5 – 4x + 3-2x2– 2 – 4x-2 (x2+ 1 + 2x)-2(x2+ 2x + 1)-2(x+1)25.(7x3– 4x2+2) – (2x3+5x – 7)7x3– 4x2+2 – (2x3+5x – 7)7x3– 4x2+2 – 2x3– 5x + 75x3– 4x2+ 2 – 5x +75x3– 4x2+ 9 – 5x5x3– 4x2– 5x + 96.(x3– 3x2+ 2x) – (x2– 9)x3– 3x2+ 2x – (x2– 9)x3– 3x2+ 2x – x2+ 9x3– 4x2+ 2x + 9
7.(x5– x4+ 3x3+ x2) – (9x5– 4x4+ 3x3– 5x)(x2x (x3– x2+ 3x + 1)) – (9x5– 4x4+3x3– 5x)(x2x (x3– x2+ 3x + 1)) – x x (9x4– 4x3+ 3x2– 5)x2x (x3– x2+ 3x +1)-x x (9x4– 4x3+ 3x2– 5)x x (x x (x3– x2+ 3x +1) – (9x4– 4x3+ 3x2- 5))x x (x4– x3+ 3x2+ x – (9x4– 4x3+3x2-5))x x (x4– x3+ 3x2+ x – 9x4+ 4x3– 3x2+ 5)x x (x4– x3+ x – 9x4+ 4x3+ 5)x x (-8x4– x3+ x + 4x3+ 5)x x (-8x4+ 3x
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