Factor 2x3 - 18x completely using common factors and the difference of %3D squares. Select the correct factors below. O x-3 Ox O x+9 x-9 x+3 2х-18 2x

Q: Factor 9n^2+n-2

A: we have to factor,  p(n)=9n2+n-2

Q: Factor. x^2-4x+4

A:

Q: 1. Factor the following fully g) 6x2 – 13x - 8 h) 623 — 6а? 36x i) 6x3 — 54г -

A: Given:- g) 6x3-13x-8  h) 6x3-6x2-36x  i) 6x3-54x To find:-  Factor each given function

Q: Factor each difference of perfect squares (a2 – b2). BOX YOUR ANSWERS!   Both terms must be perfect…

A: We have to find the factor of12. 81x2-415. x2-10016. 16x2-169

Q: Factor: =?+6:a+9a² OA (: +3a)* O B. (3a+:)(3a-=) За- O C. Nonfactorable O D. (:-3a)* O E. (: +3a)(=-…

A: A option is correct. Explanation of the answer is as follows

Q: Factor the perfect squares x2 - 4x + 4

A: An expression is a variable, number or combination of variables and numbers and mathematical…

Q: Factor.  X^2 - 13 - 12x

A: To factorize the polynomial.

Q: Factor the perfect squares x2 + 10x + 25

A:

Q: Factor

A:

Q: 11. x³ – 5x² – 9x +45 (hint: factor by grouping) -x3y2 - 6x2y³ (hint: first factor greatest factor)

A: GCF of first two terms is x^2, we factor it out.  GCF of last two terms is -9, we factor it out.

Q: Factor the following:

A: 3x3-12x2+15x=3x2x-12xx+15x=3x2x-3· 4xx+3· 5x=3xx2-4x+5

Q: Factor the perfect squares x2 + 4x + 4

A:

Q: Factor 16x4 – 81 completely. First factor each term. 16x4 = (_____)2 81 = ___ 2 Then use a2 – b2…

A: Factors of terms: Therefore, 16x4=42×x22=4x22. And,    81=3×3×3×3=9×9=92.

Q: Factor the perfect squares 25x2 + 10x + 1

A: Given: 25x2+10x+1Aim : To factor the perfect square

Q: Factor completely.      a)   a^2 - 2a - 24           b)  25a^3 - 16ab^2

A: GIven : a a2 -2a - 24b 25a3 - 16ab2

Q: Facior the Common factor: 1. 6x2+12x 2. x3+ 3x²+9x a disserence of factor as squares x 36 3.

A: In this question, we need to factorize the given expressions. Please note that as per our company…

Q: Factor the difference of two squares. 3x2 - 3x

A: Given polynomial is: 3x2-3x We have to factorize this polynomial.

Q: Factor: x3 + 4x2 + 3x + 12.

A:

Q: What is a common factor of x? -9 and x? - 5x + 6? 1) x+3 2) x-3 3) x-2 4) x?

A: Consider the equation first x2-9. Then, factorize the equation as, x2-9=x+3x-3 Consider the equation…

Q: Factor 27x3 + 64 completely. A. (3x + 4)(3x² – 12x + 16) C. (3x + 4)(9x² – 24x+ 16) B. (3x + 4)(9x²…

A:

Q: Factor the perfect squares 4x2 + 4x + 1

A: Factor the perfect squares      4x2 + 4x + 1

Q: Factor the difference of squares. 4 9pm - 9pn* OA. 9p (m²-n²)2 OB. 9(m²p+n²)(mp + n)(mp − n) OC.…

A: Given:       9pm4-9pn4

Q: Determine whether 9w-25t" is a difference of two squares. If so, factor it. If not, explain why. Not…

A:

Q: 7. Factor fully. a) 4 x² - 81 b) 16x40x² + 25x 8. Solve -4x + 60x³ = 200x² SITU

A: According to bartleby guidelines for multiple question I can answer only one question but I have…

Q: Factor the perfect squares 9x2 + 6x + 1

A: 9x2+6x+1

Q: Factor completely using the difference of squares pattern. 25x2 − 81y2

A:

Q: Completely factor 3u^2 - 4uv - 4v^2

A:

Q: Factor. 2 2 16–x²-²

A:

Q: Factor 6b-10b'.

A: To factor 6b-10b3

Q: Factor : 6x4 + 35x2 - 6

A: Given expression: 6x4+35x2-6

Q: Factor 2x3 - 6x2 + 3x - 9 completely. Select the correct factors below.

A:

Q: factor 9x^2-49

A: Given expression

Q: Factor x6 - 1 by first factoring as a difference of squares, and then factor furtherby using the…

A:

Q: Factor the perfect squares x2 - 2x + 1

A:

Q: 4) Factor fully. a) x3 + 4x² + x – 6 b) 2x3 – 9x² + 7x + 6

A:

Q: Factor 3x2 + 10x + 8.

A:

Q: factor 3x^3+18x^2+27x

A: We have

Q: Factor by grouping. Do not type spaces. 15x2-27x-6 Answer: ( Question 8 Factor by grouping. Do not…

A: Factorise

Q: Factor the perfect squares x2+2x+1

A: Given that, x2+2x+1

Q: factor 4x3 -8x2 +3x-6

A:

Q: Factor 37r - 12

A:

Q: Factor using the formula for the sum or the differences of two cubes : 27x3 - 1

A: Given :  27x3-1 can be written as…

Q: 4x3 -8x2 +3x -6 factor completely

A: A cubic equation is an equation which can be expressed in the form ax3+bx2+cx+d.

Q: Factor x^3-5x^2-4x+20

A:

Q: Factor 9x^2-42x+49

A: 9x2-42x+49

Q: Factor the perfect squares x2 - 10x + 25

A: To factor the perfect squares: x2-10x+25. Solution: x2-10x+25 On simplifying further we get:…

Q: Factor completely using the Difference of Cubes Pattern: a – 27 O (x + 3)(x2 – 3x + 9) O (x – 3)3 O…

A: Factoring the Difference of Cubes : a3 – b3 = (a – b)(a2 + ab + b2)

Q: factor 5x2+10x-15

A: Given: 5x2+10x-15

Q: Factor completely. x3 − 6x2 − 6x + 36

A: