(4x+2x-9x²-36) = (x²+x -4)

Q: 8x5-3÷X-)

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Q: x' + x – 12x +1 dx. - Determine x +x –12

A: Using long division: x3+x2-12x+1=xx2+x-12+1

Q: (7r + ェ2+z) + (z2+ 1)

A: 7x3+x2+x÷x2+1

Q: dx 7-5x-2x2 d) メ-S 4メー12x+5

A: Since multiple questions are asked. I am answering the first question. Please repost for other .

Q: This equation is about dividing polynomials, in which divide using synthetic division

A: Simple division of polynomial problem using synthetic division method.  Let x - 2 = 0   x = 2

Q: express 5x2 - 3x + 6 in terms of Legendre's polynomial.

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Q: (4х + 1)(4х — 1) (4х — Зу)2 (Зh — 2g)3

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Q: 5 find the quotient i15-as a" by long division meth od 1-a

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Q: Divide. 1) (10n - 26n? + 92n – 48) + (10n – 6) 2) (90v + 9v3 - 27 - 72v2) + (9v – 9) 3) (8x* - x -…

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Q: Outcome 3: Solving Polynomial Equations by Factoring 6. Given c(x) = x²- x² +4x – 4, the solution of…

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Q: (Зх — Зу) (х + 5у) (3х

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Q: -21a b6 – 42a®b5 + 7a>b4 -7a+b5 2x3+ 7x2 + 10х + 8 х+2

A: The solution for the above question is as shown below.

Q: (4x42x-9x-3い) 3 (x+x-4)

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Q: 2x3+7x2 - 13) ÷ (x + 3)

A: Use long division and synthetic division method.

Q: Factorise x6 + 1 as a product of three quadratic polynomials with real coefficients.

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Q: Factor each polynomial completely using any method a. (x + 1) (x^2 - 5x + 6)

A: The general form of an nth degree polynomial is equal to a0xn+a1xn-1+···+an=0, where a0≠0. If a0=0,…