Multiplying two binomials
Polynominology
factoring trinomials
Adding/subtracting polynomials
Multiplying/dividing
monomials
100
(x+2)(x+3)
x²+5x+6
100
A polynomial written in descending order of exponents is said to be written in this form
What is Standard Form?
100
x²-8x-20
(x-10)(x+2)
100
(-x²+5x+4)-(2x²+3x+3)
-3x²+2x+1
100
(3x)(2x)
6x²
200
(X+7)+(X+2)=?
X²+9x+14
200
"6" is known as this kind of polynomial.
What is a constant?
200
x²+12x+20
(x+10)(x+2)
200
(3x²+6x-8)+(-5x²-x+4)
-2x²+5x-4
200
(3x^4)(7x^5)
21x^9
300
(x+3)(x-3)
x²-9
300
It's the leading coefficient of the following polynomial: -2x^2 + 5x - 6x^5 + 12x^4 - 3
What is -6?
300
x²-8x+16
(x-4)(x - 4)
300
(-6x²+5x+1)-(4x²+5-2x)
-10x²+7x-4
300
56x^4y^4 ------------- 8x^3y²
7xy²
400
2(x+7)(x+4)
2X²+22x+56
400
It's the degree of the following polynomial: -2x^2 + 5x - 6x^5 + 12x^4 - 3
What is 5?
400
x²+5x-14
(x+7)(x-2)
400
(3x²+6x-8)+(-5x²-x+4)
-2x²+5x-4
400
(-5x^3)(2x^4)
-10x^7
500
3(x-8)(x+5)
3x²-9x-120
500
It's the degree of the following polynomial: 12x^5y^8z^15h
What is 29?
500
X²-3x-54
(x- 9)(x+6)
500
(5x-3)+(2x+7)
7x+4
500
-28X^7 --------- 4x²
-7x^5
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