GCF stands for this mathematical term
Greatest Common Factor
To factor the trinomial x2 + 8x + 16 you find two numbers that add to 8 but multiply to this...
=(a) * (c)
=(1) * (16)
=16
This how we check if we double distributed correctly.
Factoring
Combine Like Terms
(4x-19)+(4x+4)
8x-15
Simplify (-5x2+3x+5)+(4x2+2x+7)
-x2+5x+12
This is the highest exponent of a variable in a polynomial
The degree
The result of factoring:
x2 - 25
(x - 5)(x + 5)
Multply
(x+3)(x+2)
x2+5x+6
Add (x2+3x−7)+(2x2−5x+4)
3x2-2x-3
Write the following products in standard form.
(x-8)(x-4)
x2-12x+32
A polynomial with exactly two terms, such as 3x−5.
A binomial
The result of factoring:
x2 - 6x + 8
(x - 4)(x - 2)
The result of expanding:
(x - 12)(x + 12)
x2 - 144
Subtract (4x2+6x−3)−(2x2−4x+5)
2x2+10x-8
Write the following products in standard trinomial form.
(3-x)(3+x)
(-x2+9)
This is the coefficient of the term with the highest degree in a polynomial.
Leading Coefficient
Factoring completely: 3x3+33x2+72x
3x(x+8)(x+3)
Multiply (x+6)(x−7)
x2-x-42
Write the following polynomial in standard form
-7x2+5-2x+8x3
8x3-7x2-2x+5
Express 6-x4+2x3-5x in standard form.
-x4+2x3-5x+6
A term that can be written as the product of two identical integers or variables, such as X2 or 25 or 49.
Perfect Square
The result of factoring:
3x2 +8x+ 5
(3x + 5)(x + 1)
Multiply:
(x+2)(x2+3x+4).
x3+5x2+10x+8
Subtract:
(5x3−2x2+4x−1)−(3x3+x2−6x+2)
2x3-3x2+10x-3
Express x2-4x5+3-2x3+7x4 in standard form.
-4x5+7x4-2x3+x2+3