Prime Factorization and GCF
Add and Subtract Polynomials
Find missing Factors
Multiply and Divide Polynomials
Geometry with Polynomials
100
17
17 is already a prime number
100
(3x^4+9x^2+2) + (5x^4-6x^2+4)
8x^4+3x^2+6
100
x^8=x^5*(?)
x^3
100
(x+3)(x-10)
x^2-7x-30
100
find the perimeter of the rectangle with side lengths (x+8) and (4x-1)
10x+14
200
144
2^4 * 3^2
200
(5x+16) - (2k+7)
3k+9
200
27x^4y^3 = (9x^4y)*(?)
3y^2
200
(6xy^2+2x)/2x
3y^2+1
200
The perimeter of the triangle is 13x+11. If two of the sides are (3x-2) and (6x+6), find the missing side length.
4x+7
300
GCF of 60 and 450
30
300
What do you do with the exponents when you add and subtract polynomials
Leave them alone
300
72ab^3= (-6a^5b^2)(?)
(-12b)/a^4
300
(2r^2s^3t+2s^3t^2+rs^4t^3)/ s^2t
2r^2s+2st+rs^2t^2
300
Find the area of the cross.
11x^2-44x
400
GCF of 924 and 2415
21
400
(-a^2-5ab-8b^2) - (6a^2-9ab+2b^2)
-7a^2+4ab-10b^2
400
What do you do with the exponents of factors when you multiply?
add them together
400
(t+2)(t^2+4t-3)
t^3+6t^2+5t-6
400
The area of the shaded region is 132. If the larger rectangle is composed of (x+2) and (x+6) and the smaller rectangle is composed of (x-2) and (x), solve for X.
x=12
500
Name and describe the order that is used for prime factorization.
Prime order; from decreasing to increasing
500
What are like terms
same base, same exponent
500
126a^7b^6c^3= (2abc)(3a^2b^2c^2)(?)
21a^4b^3
500
What does FOIL stand for and when can you use it?
First, outside, inside, last and you can use it when you have a binomial times a binomial
500
What does solve the equation mean?
Taking two or more polynomials and combining them into one polynomial