1) 2x + 16= 2) 128а- 2b

Q: If one factor of 56x*y' – 42x²y® is 14x'y', what is the other factor?

A: Hey, since there are multiple questions posted, we will answer first question. If you want any…

Q: 3) w - 64 *4) 56x' – 7n

A:

Q: 26x2 – 84x – 2x³

A:

Q: Factor the sum or difference of cubes. 27x3 + y3

A: Given :            27x3 + y3   To factor the sum or difference of cubes.

Q: What number is a factor of 18, but not a multiple of 6?

A: Answer- What number is a factor of 18, but not a multiple of 6

Q: Factor the sum or difference of cubes. y3 - 64

A: We have to factor the difference of cubes: y3-64 We have 64=4×4×4=43 Therefore, y3-64=y3-43 We know…

Q: How do you completely factor out on this equation ?And so what are the steps to factor out   −6x4y2…

A: To determine the factor of given equation.

Q: Is 6 a factor of 54y + 42z? yes no

A:

Q: 5. Create an equation and solve by factoring. It can be a trinomial, a difference of perfect…

A: Answer and explanation is given below..

Q: factor completely. 6x2 + 14x

A: We have to factor 6x2+14x:

Q: Solve by factoring and using the principle of zero products. 6x2-8x=8

A: Given equation is 6x^2 –8x =8. Property used: The zero-product principle: If the product of two…

Q: Factor Completely: 5) 6x – 24x 6) 2a? + 16a + 24 7) 81x - 1 8) 4x – 4x2 – 24x

A:

Q: How do i solve by factoring: -5w2+180=0

A: First we factor out -5

Q: 10. Using three different method, explain the process of factoring the quadratic 22 + 7x + 12

A: Since you have posted multiple questions i can do first question as per our company guidelines…

Q: Factor completely. 27x3 − 64y3

A:

Q: When we factor the sum or difference of cubes, x³ ± y³, is the factor (x² xy + y²) ever factorable…

A: (x3± y3) = (x±y) (x2∓xy+y2)No, we can not ever factor the term  (x2∓xy+y2) over the real numbes

Q: Factor the sum or difference of cubes. 8a3 - 1

A: 8a3-1

Q: 14x + 31x + 15

A: Given quadratic polynomial, p(x)=14x2+31x+15

Q: factor completely. 15x2 + 6x

A:

Q: How do I factor x3 - 216 using the difference of cubes?

A: Note that, x3-a3=(x-a)(x2+ax+a2)

Q: Factor the sum or difference of two cubes 8x3 + 27

A: We have to factor sum of two cubes: 8x3+27 Rewriting the expression, 8x3+27=2x3+33 We know the…

Q: 2.

A: The given equation is quadratic equation.We can solve this question by using Shridharacharya rule.

Q: Factor the sum or difference of two cubes 27 - 8x3

A: We have to factor the difference of two cubes: 27-8x3 Rewriting the expression: 27-8x3=33-2x3 We…

Q: c) 8 + x3

A:

Q: How to solve 54x^3 - 128y^3? ( Factors of sum and difference of two cubes)

A:

Q: How to find the LCM of two numbers m and n without using factorization?

A: LCM is the least common factor of two or more numbers.

Q: Factor the sum or difference of two cubes 64 - 27x3

A:

Q: 11. Colin says that the greatest common factor of – 8x² + 4x – 6 is 2, but Colleen says that it is –…

A: Given:        Function is  -8x2+4x-6                       =-28x22-4x2+62…

Q: Factor the sum or difference of cubes. 1 + 1000y3

A: Factor the sum or difference of cubes. 1 + 1000y3 We use the identity, as follows, a3+b3=a+ba2-ab+b2

Q: Factor completely. 2x +9x +9 Answer:

A: Given,  2x2 + 9x + 9 2(x² + 4.5x +4.5)  2(x+1.5)(x+3)

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: Solve this equation by using both dutnbutive factoring. 456/3018-2524 +Jo) propecty and 9.

A:

Q: By first factoring the sum or difference of two cubes, solve for (a) z³ = –1 (b) 23 + i = 0

A:

Q: Solve by factoring:     a. 4x2 - 2x = 0        b. 2x2 + 7x = 4.

A: Given: a. 4x2 - 2x = 0        b. 2x2 + 7x = 4

Q: How do you factor and solve 6x2-7x-10=0

A: The given equation to be factored is,

Q: The formula for factoring the difference of two cubes is A – B³ =

A: The formula for factoring the difference of two cubes is A3-B3 = _______ To find the formula A3-B3

Q: Factor: 2x3 + 20x? + 42x

A:

Q: The formula for factoring the difference of two squares is A – B? =

A: A2-B2

Q: Write the equation in factored form: 2/1 Y -5 -7 -4 0. -3 5. -2 -1 6. 8. 1 5n 2. 8, 8

A: First we find the quadratic equation using the given points. Than we write it in factored form.

Q: 2. Factor by GCF 20x®y°z? + 150x³y²z + 350x°y°z

A: We have to factorise by  gcf

Q: What are the following? Difference of Two Squares, Perfect Square Trinomial, Sum/Difference of Two…

A: Given that: 4p2+20p+25

Q: A student is solving the problem z" + 10x + should the student add to both sides? = 16+ by method of…

A: Given ,  x2 + 10x + ..... = 16 + ..... We have to use method of completing the squares  Complete the…

Q: Factor the sum or difference of two cubes x3 - 27

A: We have to factorize the difference of two cubes: x3-27 Rewriting the given expression, x3-27=x3-33…

Q: A student is solving the problem a + 10x + = 16 + by method of completing the square. What number…

A: Given: x2+10x+........=16

Q: The formula for factoring the sum of two cubes is A + B³ =

A: Given the fill in the blanks the formula for factoring the sum of two cubes is A3+B3 -------- We…

Q: Factor completely using the formula for sum or difference of cubes. 64y 125= - %3D

A: SOLUTION-

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

A:

Q: 4. Identify the greatest common factor of the terms -4x and -12x² а. -Зх с. -4x? b. -4x d. -8x³

A: We can find the GCF as below using the factorization method

Q: Solve by completing the square: 4x2 – 24x + 12 = 0

A: