28x - 48 + 10x2 factor

Q: Factor: 81x2 - 49.

A:

Q: factor completely  5x2-40x+50

A: The given polynomial is

Q: Factor completely. -3x - 3x + 126

A: Given: -3x2-3x+126

Q: factor 49z2-64x2

A:

Q: Factor : 64x3 - 125.

A: To find the factor of the given function.

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

A:

Q: Factor completely: 4x² – 81y²

A: Given 4x2−81y2

Q: factor 3x^2-7x+4

A:

Q: Factor completely. 4 6x+14x-150x-350x=| |

A:

Q: 6x2-6x-36 Factor Completely

A: 6x2-6x-36 =6x2-18x+12x-36

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

A:

Q: Factor Completely  27a3-8b3

A:

Q: 4x2 +28x -3x-21 factor completely

A:

Q: .3 Factor: 18x -6x2 - 60x

A: First take out x as common factor than Factories quadratic.

Q: Factor Completely: 8x6 + 125y3

A: Consider the given expression 8x6 + 125y3

Q: Factor: 3x3 - 30x2 + 75x.

A:

Q: factor completely. 81m2 - 9n2

A: We have to factorize the expression: 81m2-9n2 Rewriting the expression, 81m2-9n2=9m2-3n2 We know the…

Q: factor completely. 2x2 - 13x - 7

A:

Q: Factor : 7x4 + 34x2 - 5

A: The given expression is 7x4+34x2-5.

Q: Factor Completely 20x2-25x-8x+10

A:

Q: 8. Factor completely: 5x - 20x² - 60x

A: Answer is 5x(x-6)(x+2)

Q: Factor Completely 5x2-30x+45

A:

Q: Factor completely: 6x4y4 + 3x3y5 - 18x2y6

A: To factor completely: 6x4y4+3x3y5-18x2y6 Solution: 6x4y4+3x3y5-18x2y6 On simplifying further we get:…

Q: factor completely. 8x5y3 - 6x4y5 + 12x2y3

A: Given- 8x5y3-6x4y5+12x2y3 To factorise- The above expression.

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. 12x3y4 - 39x4y3

A:

Q: factor completely 64x6 - y3

A: Consider the given expression 64x6 - y3

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. 9x2 - 17x4 + 21x5

A: A polynomial contains a variables and multiple degrees of powers. Given polynomial function is of…

Q: Factor completely. 6x4 + 35x2 - 6

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

Q: Factorise : 7x-42

A: 7x-42

Q: Factor completely: 50x3 - 18r.

A:

Q: x2 -10x +25 factor completely

A:

Q: Factor. 5w-17w-12

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

Q: Factor completely. 36x2 - 49

A: The answer of the question is given below..

Q: Factor. 49z2 - 64x2

A: To factor 49z2 -64x2

Q: Factor:. 25x2 - 60x + 36.

A: To factor the quadratic function 25x2-60x+36, we should solve the correspondingquadratic equation…

Q: factor: 64x^2-48x+9

A: Given expression: 64x^2-48x+9

Q: factor 2x2- 26x + 84

A:

Q: 27x2 - 60x- 3x

A: Factorization by using middle term splitting method

Q: Factor completely. 2x2 - 7xy2 + 3y4

A:

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

A:

Q: Factor : 16x2 - 56x + 49.

A: It is given that,16x2-56x+49 We have to factor it.

Q: factor completely. 12x3 - 10x2

A: we have to factor completely: 12x3-10x2

Percentage

A percentage is a number indicated as a fraction of 100. It is a dimensionless number often expressed using the symbol %.

Algebraic Expressions

In mathematics, an algebraic expression consists of constant(s), variable(s), and mathematical operators. It is made up of terms.

Numbers

Numbers are some measures used for counting. They can be compared one with another to know its position in the number line and determine which one is greater or lesser than the other.

Subtraction

Before we begin to understand the subtraction of algebraic expressions, we need to list out a few things that form the basis of algebra.

Addition

Before we begin to understand the addition of algebraic expressions, we need to list out a few things that form the basis of algebra.