Explain how to factor x3 + 1.

Q: Factor Completely: 9x2-y2 Multiply to check:

A: We can use formula

Q: Explain how to factor 3x2 + 10x + 8.

A:

Q: Factor,  6x3 +x2-31x+10   please write neatly thank you.

A: we have to find

Q: How do you factor x2-36?

A: First we try to express both terms as squares.

Q: Factor Completely 16x2-81

A:

Q: Determine whether each statement makes sense or does not make sense, and explain your reasoning.…

A: Determine whether each statement makes sense or does not make sense, and explain your reasoning.…

Q: Factor completely: x2 - 6x + 8

A: Consider the expression, x2-6x+8 In order to factor the given expression, split the middle term in…

Q: Factor completely. x2 – 64 -

A: Given, x2-64 Find Factor completely:

Q: Factor completely:       x4 - 81.

A: Given :x4-81To factorise the given equation .

Q: factor

A: We have to explain about  factor trinomials

Q: Explain how to factor x – 7x + 10 by substitution.

A: x6-7x3+10=x32-7x3+10 Now put x3=y, we get x6-7x3+10=x32-7x3+10=y2-7y+10=y2-5y-2y+10=yy-5-2y-5=y-5y-2

Q: Explain how to factor 3x + 10x + 8.

A: 3x2+10x+8

Q: Find the factors of the equation  x3-2x4-x+9 .

A: Topic:- algebra

Q: How do I factor 3x2 - 4x + 2=8?

A: Subtract 8 first.

Q: Describe the first thing that you should try doing when factoring a polynomial.

A: We have to describe the first thing that we do in factoring the polynomial.

Q: Find the LU factorization of -3 -4 A = -3

A:

Q: Explain how to factor x + 1.

A: The given expression is x3+1. It is factorised as follows: The expression x3+1 can be written as…

Q: Find the value of x 135 (4x – 3)°

A: We  have to find value of x. We can represent this figure again.

Q: factor 8x3 -27y6

A: Given,          8x3-27y6

Q: Explain your thought process when factoring30x2 + 13x - 56.

A: The given equation is 30x2+13x-56 To find value of x

Q: の エ-フ +6 4.200+3oc -2

A: 3)       2x2-7x+6= 2x2-6x-3x+6= 2x(x-2) -3(x-2)= (2x-3) (x-2)                     (Factor by…

Q: Factor completely by grouping: x3 - 4x2 + 2x - 8

A: x3-4x2+2x-8

Q: Factor completely. x' + 22x + 121

A:

Q: 4x2 + 25

A:

Q: How to factorise x4-x-1=0

A: Given  x4-x-1=0

Q: Explain how to factor x? + 8x + 15.

A: The given expression is x2+8x+15

Q: Factor Completely: 8x6 + 125y3

A: Consider the given expression 8x6 + 125y3

Q: Factor completely: x8-81

A: We can factorise this expression as below

Q: What is the relationship between the number of factors and the degree of the polynomial?

A: To explain: The relationship between the number of factors and degree of the polynomial. Concept…

Q: factor completely. c2 - y6

A: We can factor algebraic terms using algebraic formulas. a2-b2=a+ba-b  a3-b3=a-ba2-ab+b2. We can also…

Q: Explain how to factor 2x? – x – 1.

A: The given polynomial is 2x2-x-1

Q: Why could you not factor (x² + 4)any further?

A: We have to find the reason

Q: How do i factor -x5+6x3-9x

A: The given polynomial p(x) is:

Q: Is x-4 a factor of 3x - 20x+30? Explain your choice.

A:

Q: Factor completely: 2x-98x

A:

Q: Can you show me how to factor 3x3/2-9x1/2+6x-1/2 into 3x-1/2(x-1)(x-2)?

A: Factor the given expression to get a simplified expression as,

Q: Explain how to subtract the polynomial -3x2 + 2x - 4 from 4x2 + 6.

A: To subtract the polynomial -3x2+2x-4 from 4x2+6. Solution: To subtract the polynomial, we will…

Q: Factor 16x2 – 25y2

A: We need to factor the following expression 16x2-25y2

Q: factor when posssible 42x4+8x3-2x2

A:

Q: What is the answer to 3x/8 = 6/x

A: First we perform cross multiplication to get rid of fractions.And then we divide both sides by 3, to…

Q: How would I factor x2-2x?

A:

Q: Factor completely: x2 - 4

A: To factor: x2-4. Solution: Given expression can be written as: x2-4=x2-22 We know that, a2-b2=a+ba-b…

Q: Why can’t x - y be factored?

A: Why can’t x - y be factored?

Q: How do I factor 3x+12?

A: The expression can be factored as follows.

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

A: The detailed solution is given below. Thank you

Q: is x4 - 1 = (x2 + 1)(x2 -1) completely factored? explain

A: Given that: x4-1=(x2+1)(x2-1)

Q: Factor completely: Зx2 - 75

A:

Q: Hello, I want to factorise -x^3 +36x^2 -405x +1458

A: We have to factorise