Divide the following polynomials: (2x⁴-10x³+57x²+28x-5) by (x²-9x+7)

Q: perform the indicated divisions of polynomials by monomials. (12x3 - 24x2)/6x2

A: The polynomial 12x3-24x2  & the monomial 6x2

Q: Perform the indicated operation. (10x -6x + 9x-4)- (3x - 5x? - 9x + x+10) Write the polynomial in…

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Q: Subtract the polynomials and simplify. (2x*+ 3x+4)– (8x°+x+7)=0 (2x°+ 3x + 4) – (s +x+7)=[] 8x +x+7,

A: Solving the problem by doing substraction.

Q: Determine the end behavior for the following polynomial -3x5+2x³x+2 个个 ↓↑

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Q: For the polynomial y = – 4x° + 68x* – 64x?, find the following:

A: The given polynomial function y=-4x6+68x4-64x2 To find the endpoint behavior and its intercepts.

Q: Subtract the polynomials: (x3−x2−2x)−(−11x4−9x−6)

A: We need to subtract the polynomials. Formula used:

Q: perform the indicated divisions of polynomials by monomials. (13x3 - 17x2 + 28x)/-x

A: To perform:  (13x3 - 17x2 + 28x)/-x  It means  (13x3 - 17x2 + 28x)/-x  = ?

Q: determine the degree of the given polynomials. 8x6 + 9

A: Given- 8x6+9 To determine- The degree of the of the above polynomial. Concept Used- The degree of a…

Q: Add the following polynomials. 4x - 5x +4 2 -8x +4x -1 4x -5x +4 .2 + - 8x +4x - 1

A: It just like a simple addition. Just add the constants then the coefficients of x and then the…

Q: Multiply the polynomials 1. (x+ 4)(x² - 2x + 1)

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Q: 1. (x-11x + 12x - 6) (x- 2)

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Q: simplify the expression to a polynomial in standered form (4x+5)(x^2-x-4)

A: The given expression, (4x+5)(x2-x-4)

Q: To add polynomials, we add terms. So (3x + 2x + 4) + (&x² – x + 1) =

A: The given expression is 3x2+2x+4+8x2-x+1

Q: Add the 2 polynomials: (8x4−4x3+2x) + (5x4+3x3+7)

A:

Q: add the given polynomials. -x2 - x - 4, 2x2 - 7x + 9, and -3x2 + 6x - 10

A: Given- -x2-x-4,2x2-7x+9 and -3x2+6x-10. To add- The given above polynomials.

Q: Divide the following polynomials k- 4k* - 3k - 5k + 6k – 3

A: Disclaimer: "Since you have asked multiple questions, we will solve the first question for you.  If…

Q: Subtract the polynomials (9x-6) - (-5x + 7)a. 14x - 13b. 4x + 1c. -4x + 13d. -4x - 13

A: Consider the provided polynomial, 9x-6--5x+7 Subtract the polynomial.

Q: subtract the polynomials using the vertical format. -5x2 + 6x - 12 from 2x - 1

A: Subtract the polynomial -5x2+6x-12 from 2x-1 using vertical method.

Q: subtract the polynomials using the horizontal format. 6x3 + x2 + 4 from 9x3 - x - 2

A: We have to subtract: (6x3 + x2 + 4) from (9x3 - x - 2)

Q: Write as a product of prime polynomials.   150x^2+120x+24

A: Recall: Prime polynomials:     A polynomial with integer coefficients that cannot be factored into…

Q: Multiply the following polynomials (a) horizontally and (b) vertically. A.(3x+5)(x³-2x²+9x-15)

A:

Q: What polynomial, when divided by 2x, yields 6x° – 5x* + 8x as a quotient? Enter your next step here

A: Topic : polynomial division

Q: Divide the following polynomials: A.(2x⁵-3x⁴-5x³+5x²+3x-2) by (2x²+x-1)

A: This question is related to divisions of two polynomial..

Q: Use synthetic division to divide the polynomials. (Sr²+21x-12)+ (x + 8) = 몸

A: NOTE: Refresh your page if you can't see any equations. . take the synthetic division using x=-8

Q: Write the expression x* – 3x2 + x in the of Legendre polynomials.

A:

Q: Divide both polynomials by x – 4. 5. f(x) = x³ – 6x² + 5x + 12

A: We have to divide the polynomial by (x-4)

Q: multiply the polynomials (2x^3+3x^2-5x+7)(x+4)

A:

Q: Add the polynomials. (6x^5-5x^3+12x+8)+(7x^5+7x^2+3x^4)+(5x-12)

A: The given expression is  (6x^5-5x^3+12x+8)+(7x^5+7x^2+3x^4)+(5x-12)

Q: You divide two polynomials and obtain the result 5x^2-13x+47-102/x+2. What is the dividend

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Q: Multiply the polynomials: (2x2-3x+7)(3x2+5x-2)

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Q: Subtract the polynomials. (-7x^3+5x^2-9) - (6x^3+7x^2-2x) - (3x^2+15)

A:

Q: Add the polynomials (9x-6) + (-5x + 7)a. 14x + 1b. -4x - 1c. 4x +1 d. 4x + 13

A: Consider the given expression is, (9x-6)+(-5x+7) Solve the equation as,…

Q: Divide the following polynomials: A.(x³+5x²-47x+30)/(x+10) B. (14x²-58x³+57x²+28x-5)/(7x-1)

A:

Q: add the given polynomials. 6x2 + 8x + 4 and -7x2 - 7x - 10

A: We have to add the given polynomials: 6x2+8x+4 and -7x2-7x-10. Adding the given polynomial,…

Q: Add polynomials:  -3x2+2x+6 and -x2-x-1.

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Q: Divide the polynomial x-x- x² + 4x- 3 by (x- 1)

A:

Q: add the given polynomials. 3x - 7 and 7x + 4

A: 3x-7  and  7x+4

Q: Subtract 3x2 + 7x – 4 from 8x? – 6x + 2. Your answer should be a polynomial in standard form.

A: p(x) = 8x2-6x+2q(x) = 3x2+7x-4To find: p(x) - q(x).

Q: 3x³

A: C: 3x3 is the polynomial of degree 3

Q: subtract the polynomials using the vertical format. 2x2 - 7x - 10 from -x3 - 12

A: Given:          Subtract 2x2-7x-10 from -x3-12subtract  -x3-12-2x2-7x-10

Q: Subtract the polynomials  (10x3  - 5x2  + 3x – 4) – (6x3  + 4x2  - 3x – 1) Thank you.

A: we have to subtract the following

Q: add the given polynomials. 9x + 6 and 5x - 3

A: The given two polynomials to add are 9x+6 and 5x-3 When we add two polynomials, then the…

Q: Add the polynomials. (8x-3x+2) + (4x° - 4x)

A: For adding the two polynomials, we need to add the coefficients of the same degree (power).

Q: Use synthetic division to divide the polynomial: 4x – 39x*+ 77x+ 145x² – 288x+ 65 x-5

A: Write the problem in a division-like format. Take the constant term of the divisor with the opposite…

Q: Use Long Division to Divide the Polynomials. (x* + 7x° + 17x° + 20x } + {x +4) 20x ) + (x* +4}

A: To use the long division to divide the polynomials x4+7x3+17x2+20x÷(x2+4) To determine whether…

Q: Add the 2 polynomials: (- 6x* – 72° + 3x) + ( – 10x4 + 102³ + 9)

A:

Q: subtract the polynomials using the horizontal format. 7x + 5 from 2x - 1

A: A polynomial is an expression consisting of variables and coefficients, that involves only the…

Q: perform the indicated divisions of polynomials by monomials. (-24x6 + 36x8)/4x2

A: Consider the given expression (-24x6 + 36x8)/4x2.

Q: Simplify the following into an expanded polynomial. 2x2(10x3+3x-9)-6x3(6x2+4)

A: Given,

Q: Now rewrite each term in the polynomial as a product with 5x. 5x3 + 15x2 - 40x = (5x x2) + (5x x) -…

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Q: subtract the polynomials using the horizontal format. -4a - 5 from 6a + 2

A: The given polynomials are: ( -4a - 5) and (6a + 2) We have to subtract the polynomial ( -4a - 5)…