1) Factor completely: x2 - 11x- 12   2) Factor completely: 128-18x2   3) Factor completely: 2a2 - 13a+21

Q: Factor completely  6x2-6x-72

A: Consider the quadratic polynomial

Q: 2. Factor completely. 7(x+5)^(2x-7)" +4(x+5)*(2x-7)*

A: Given,    7(x+5)-6(2x-7)13+4(x+5)-5(2x-7)12

Q: Factor completely 3x^2-6xy-45y^2

A: Given,          3x2-6xy-45y2

Q: Factor Completely. 125a® – 27y® -

A:

Q: 6x +2x-9x- -3 factor completely

A:

Q: Factor completely: 4x² – 81y²

A: Given 4x2−81y2

Q: Completely Factor: 3. 9x4 - 24x²y + 16y²

A:

Q: 3 (i) Given that 3x³ +5x2 + px+8 = (x-2)(ax² + bx + c), find the value of each of the integers a, b,…

A: Here given that 3x3+5x2+px+8=x-2ax2+bx+c We have to find the value of the integers a, b, c, p and…

Q: 3x 2 -243 factor completely

A:

Q: How do I factor 3x2 - 4x + 2=8?

A: Subtract 8 first.

Q: factor 3x^3-x^2-147x+49=0

A: Given, 3x3-x2-147x+49=0

Q: Factor completely. 27x3 − 64y3

A:

Q: Factor completely. 3x2 + 4x - 7

A: We are given quadratic polynomial which we need to factor completely 3x2 + 4x - 7

Q: How can the Factor Theorem be used to determine if x - 1 is a factor of x3 - 2x2 - 11x + 12?

A: Given: the polynomial function fx=x3-2x2-11x+12.

Q: factor completely 4t3-2t2-72t

A: Given expression is 4t3-2t2-72t. Factoring out common factor:

Q: Completely factor  18x^3 + 15x^2y-12xy^2

A: Consider 18x3+15x2y−12xy2

Q: factor completely  8x3+27y3   2. x5-x3 -64x2+64

A:

Q: Factor completely. x4 - 10x2 y2 + 9y4

A:

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

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

Q: How would you factor x2(2x+3)5(x-4)2  to find the zeros and multiplicity?

A: The given expression is,

Q: Factor fully: 3x² - 15x – 18

A: We have to factor the given expression.

Q: The factorization (5x−15)(x−2)​, is completely factored. True or​ false

A:

Q: 10(3x2-13x) = -40  . Zero Factor Property

A: Given:

Q: Factor completely 16x4 - 64y8

A: 16x4-64y8

Q: 15. Factor completely. (a) 3x3 – 2x2 – 6x + 4 - - (b) x? – 7x – 18 (c) 9x2 – 48x + 64 - (d) 4x2 + 1

A:

Q: Factor 2x2 - 7x - 4.

A: We have to factorize the expression: 2x2-7x-4 Factorizing the expression by middle term splitting…

Q: -Factor fully a- 3x³+8x²+3x-2 b-x*-2x°+2x-1

A: (a) We need to factorize f(x)=3x3+8x2+3x-2 By hit and trial method , we can see that f(-1) = 0 Claim…

Q: Factor completely: 9x2 - 6x + 1

A: Factorizing a polynomial is breaking a polynomial into product of small polynomial. If we multiply…

Q: Factor completely 4x² – 81y²

A: Consider the given expression 4x2-81y2 Use the following identity to factor the expression…

Q: Factor  2x2 - 9z + 4

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

Q: Factor completely. 12x2(x - 1) - 4x(x - 1) - 5(x - 1)

A:

Q: x2 -10x +25 factor completely

A:

Q: One of the factors of 1- 16x² is

A:

Q: One of the factors of 4x^2 -9 is ?

A: Topic: factor of two degree polynomial

Q: Factor completely : -x2 - 4x + 5

A:

Q: Factor 9x2 - 6x + 1 - 16x2+ 8xy - y2

A: The given expression is - 9x2 - 6x + 1 - 16x2+ 8xy - y2 Rearranging the above expression  we get,…

Q: Factor completely: 2x2 - x - 6

A: To factor completely: 2x2-x-6 Solution: We will factor the given expression using middle term split…

Q: Based on the factor theorem, a factor of x4 - 5x2 + 4 is:

A: Introduction: When factoring polynomials completely, the factor theorem is used in mathematics. It…

Q: How can you determine that x2 + 5x + 12 is not factorable using integers?

A: x2+5x+12 Comparing with ax2+bx+c, we get a=1,  b=5  &  c=12

Q: What are factors of x^2-8x+16?

A: The detailed solution is given below. Thank you

Q: How can i factor as completely as possible for 144k^2 - 25m^2 ?

A: The given expression is,

Q: What is the complete factored form of the expression (x - 1)(x - 2)(x- 3) + (x - 1)(x-2) - (x- 1)?

A: We have to find

Q: Factor completely 2. 6x +7x +2

A:

Q: 6. Factor fully f (x) = 12x* +17x - 70x² – 33x+18

A:

Q: 3x^2-9x-30 factor

A:

Q: Factor completely 5ax-5bx -7ay+7by

A:

Q: What is the factored form of 2x +23x+11?

A: Factorizing a polynomial is breaking a polynomial into product of small polynomials. If we multiply…

Q: Factor completely x2 + 10x + 25 - 9y2 , or state that the polynomial is prime.

A:

Q: How do I factor  36r^2-196

A: Given:       To determine: factors

Q: Factor completely 1. 150x^2 -54y^2 2. X^3-216 3. 3x^3-192

A: 1. 150x2-54y22. x3-2163. 3x3-192