Factor completely 12ab - 6a +10b- 5

Q: factor completely. 15x4y2 - 45x5y4

A: 15x4y2-45x5y4

Q: Factor completely: 2v -2v*x". 4 4

A:

Q: Factor: 6x2 + 19x - 7.

A:

Q: Factor completely. 4b2 + 16b − 20

A: Given- 4b2+16b-20 To factorise- The above quadratic expression. Concept Used- the above expression…

Q: Factor Completely: 16x2-49

A: Factor of the polynomial is computed as follows.

Q: factor completely. 5ab3 + 10a2b4 - 15a3b5

A: The given expression is, 5ab3+10a2b4-15a3b5 To factorize the given expression, first, we rewrite the…

Q: factor completely. 42y2 - 6y

A: The given expression is, 42y2-6y To factorize the expression, we find the common factors of the…

Q: Factor completely.x2n + 6xn + 8

A:

Q: factor completely. 28y2 - 4y

A: 28y2 - 4y

Q: 9x2-7x-2 factor

A: Given,

Q: Factor completely. 2x? – 9x + 4

A:

Q: factor completely. 24a3b2 + 36a2b

A:

Q: factor completely. 12m3 - 6m2 + 3m

A: Given that : The polynomial is 12m3 - 6m2 + 3m.

Q: Factor fully A) x^2 - 6x^2 + 11x + 6  B) x^4 - 81

A:

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

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

Q: Factor completely: 3x4 + 6x3 + 3x2

A: Given: Let p=3x4+6x3+3x2 To Find: To factorise the given expression.

Q: factor completely. 7m5n + 16mn3

A: Given: 7m5n+16mn3 We have to factorize the given polynomial completely.

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

A:

Q: Factor completely. qs - 8s + qf - 8f qs - 8s + qf - 8f =

A: We have to complete factor

Q: Factor completely 6a2b3+4a5 b2-12a6 b4

A: Consider the provided expression:

Q: Factor 2x2 - 7x - 4.

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

Q: factor completely. 18a3b3 - 6ab + 12a2b2

A: Given:         18a3b3 - 6ab + 12a2b2

Q: fully factor  b2(x2 - 9)+ b(x2-9)-(6x2 - 54)

A:

Q: Factor : 6x4 + 35x2 - 6

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

Q: Factor completely. 16a - 50a? + 36a

A: Consider the following polynomial: 16a3-50a2+36a=2a8a2-25a+18=2a8a2-16a-9a+18=2a8aa-2-9a-2=2aa-28a-9

Q: 28x - 48 + 10x2 factor

A: Given expression

Q: Factor completely : x2n + 6xn + 8

A: We have to factorize the expression: x2n+6xn+8 Factorization is the process of taking common from…

Q: factor completely. 3x2y(a2 - b5) - 8(a2 - b5)

A: Given: Let p=3x2ya5-b5-8a5-b5 To Find: To factorise the given expression

Q: factor completely. 3x(2a + b) - 2y(2a + b)

A: Given: 3x2x+b-2y2a+b

Q: Factor.  -4x^2y - 4x^3 + 24y^2

A: GCF of the constant terms -4 , -4 and 24 is = - 4 For the variables, we do not have GCF.  So GCF= -4

Q: Factor completely. 4r3 + 108

A:

Q: factor completely. 18a2b + 27ab2

A: We have to factorize the polynomial: 18a2b+27ab2 Here, 18a2b=3×3×3×a×a×b and, 27ab2=3×3×3×a×b×b

Q: Factor completely  3x2-5x-2

A: The given expression is

Q: Factor completely: 50x3 - 18r.

A:

Q: Factor. 5w-17w-12

A: We use the quadratic formula to factorize the given equation

Q: factor completely. 2ax - 2ay + 3cx - 3cy

A: 2ax - 2ay + 3cx - 3cy⇒2a(x-y)+3c(x-y)       [Factorise by regrougping]

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

A: Given:14x3-2x2+21x-3=0

Q: Factor completely: 3x-192r

A:

Q: factor completely. 3x(a - 7) - y(a - 7)

A: We have to factorize the expression: 3xa-7-ya-7 Factorization is the process of taking common terms…

Q: Factor completely. 5y – 125y

A: Given equation to be factored is : 5y3 - 125y

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

A:

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

A:

Q: 3x2-12x-39 ​(Factor completely.)

A: The given function is  y = 3x2-12x-39

Q: Factor 2x2 + 7x- 4.

A:

Q: factor 4t^2-3t-27

A: The general form of a quadratic equation is,

Q: Factor completely: 2a2 + 2a - 84

A: Given expression, 2a2+2a-84