Factor x^2 + 10x + 12. (x + 5) (x + 7) (x + 10) (x - 12) None of the answers are correct; this equation cannot be factored further. (x + 5) (x + 5)

Q: Factor 3x3 + 25x2 - 12x - 100 completely.

A: Given, 3x3 + 25x2 - 12x - 100 To find - Factors of the given expression

Q: Sum-product pattern: (x + a)(x + b) = x² + (a + b)x + (a*b) x²+4x-12 (x+6)(x-2) a+b=4 a-b=-12…

A: The polynomial given isTo find:The factor of the given polynomial.Formula used:

Q: x2 +4x+3 factor completely

A:

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A: First expand both sides and then make the right side equal to zero by subtracting 5x and 20.

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A: By hit and trial method: at x = 13 Therefore, x = 13 is root. and x-13 is a factor.

Q: 2x2 + 10x – 12

A: The given expression is: 2x2+10x-12 To factorize this expression, first, take 2 as a common factor.…

Q: (x3-2x2-8x-5) (x+ 1) (X3-2x2-8x-5)+(x+1)= +; x1 Simplify your answers. Do not factor.)

A: Simplify the given expression by long division method.

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Q: Factor 6x2 +6x-1x+1

A:

Q: 2. x² +3x 18 x² -9 2.

A:

Q: how do you factor out completely on this equation if so whats the steps in doing so ? x5/2-49x1/2…

A:

Q: Factor the expression and simplify.

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Q: Factor the trinomial 18x² - 33x + 15 where A = B = C= 18x² - 33x + 15 = (Ax - B)(Cx - D}) , and D =…

A:

Q: factor 21x3-3x2+14x-2

A: 21x3-3x2+14x-2

Q: Factor 7x3-14x2-x+2

A: Given,           7x3-14x2-x+2

Q: Factor the trinomial 18x2 - 33x + 15 18x² 33x + 15 = (Ax-B)(Cx - D})

A:

Q: Use long division. (6x3+17x2+27x+20)/(3x-1)

A: To determine :  6x3+17x2+27x+203x-1 using long division.

Q: Factorise the equation completely (x+3y)^3-(x+3y)

A: We have to factorise

Q: Factor quadratic expression: 3x^2-18x-48

A:

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A: Factorize: Given that 2x2-9z+4 but it should be 2x2-9x+4. So taking, 2x2-9x+4

Q: Factor from 2x+3 9.

A: we want to factor 19 from 2x+3

Q: Factor out x 72x2-26x-(121/2/2x1/2)

A: We have the given expression as 72x2-26x-12122x12

Q: T³ -5x² + 4x

A: Given polynomial is: x3 +4x

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A: The given equation is: 3x2-4x+12=2x2+3x

Q: Factor the following expression completely: *(x – 1) + 8(x - 1) =

A: We take the common term and then write term other then it  .