(3p^2-3)+(2p^2-3p^3)
-3p^3+5p^2-3
(a^3-2a^2)-(3a^2-4a^3)
5a^3-5a^2
6v(2v+3)
12v^2+18v
(2x2-6x+8) / (x+2)
2x-2 R12
TRUE or FALSE: When I add polynomials, I add the coefficient and I add the exponent? WHY?
FALSE - Do not add the exponents
(4+2n^3)+(5n^3+2)
7n^3+6
(4n-3n^3)-(3n^3+4n)
-6n^3
(2n+2)(6n+1)
12n^2+14n+2
Divide: (5x2-15x+10) / 5
x2-3x+2
What common method is used when I multiply a binomial by a binomial?
FOIL
(-4k^4+14+3k^2)+(-3k^4-14k^2-8)
-7k^4-11k^2+6
(3x^4-3x)-(3x-3x^4)
6x^4-6x
(6p+8)(5p-8)
32p^2-8p-64
Divide: (x2+3x-10) / (x-2)
x+5
What is the degree of this polynomial?
How many terms does it have?
7m4-52m3-28m2+67m+42
4
5
(-x^4+13x^5+6x^3)+(6x^3+5x^5+7x^4)
18x^5+6x^4+12x^3
(3-6n^5-8n^4)-(-6n^4-3n-8n^5)
2n^5-2n^4+3n+3
(4p-1)^2
16p^2-8p+1
(8v2 + 66v + 70) / (v + 7)
8v+10
(x^3-30x-18-4x^2)/(3+x)
x^2-7x-9+(9/(3+x))
(13n^2+11n-2n^4)+(-13n^2-3n-6n^4)
-8n^4+8n
(8n-3n^4+10n^2)-(3n^2+11n^4-7)
-14n^4+7n^2+8n+7
(7r^2-6r-6)(2r-4)
14r^3-40r^2+12r+24
Divide: (x2 - 4x + 2) / (x - 3)
x - 1 - 1 / x-3
(-5x^2+x^3+8x+4)/(-1+x)
x^2-4x+4+(8/(-1+x))