Add the following polynomials
x4+4x4
5x4
Subtract the following polynomials
7x4-2x4
5x4
Multiply the following polynomials
w2(w2+3)
w4+3w2
What is a number or variable in a polynomial that is separated by an addition or subtraction sign
Term
The degree of this polynomial:
x3-7x2+4x5-19x7
7th Degree
Add the following polynomials
(x2-3)+(3x2+7)
4x2+4
Subtract the following polynomials
(a3-2a2)-(4a3+3a2)
-3a3-5a2
Multiply the following polynomials
r2(7r3-3r+9)
14r5-3r3+9r2
The number before a variable within a term is called the...
Coefficient
Classify this polynomial:
2x3+3x-7
Cubic trinomial
Add the following polynomials
(3x3+x2+9)+(x3-3x2+1)
4x3-2x2+10
Subtract the following polynomials
(4r3+3r4)-(-5r3+r4)
2r4+9r3
Multiply the following polynomials
(9m-3)(2m+3)
18m2+21m-9
Terms that have the same variables and the same exponent(s) are....
Like Terms
Classify:
10
Constant
Add the following polynomials
(-9k3-3k2h+h4)+(k3-7kh2+4h4)
5h4-7kh2-3k2h-8k3
Subtract the following polynomials
(8n-3n4+10n2)-(3n2+11n4-7)
-14n4+7n2+8n+7
Multiply the following polynomials
(3r2+5)2
9r4+30r2+25
The highest exponent on the variables in a term
Degree of the term
True or False
Polynomials can have constants, variables and exponents
True
Add the following polynomials
(2k3-7k)+(-5k3-k2-3k)
-3k3-k2-10k
Subtract the following polynomials
(3-6n5-8n4)-(-6n4-3n-8n5)
2n5-2n4+3n+3
Multiply the following polynomials
(t2+4)(t3+6t-3)
t5+10t3-3t2+24t-12
A polynomial with a degree of 3 and 3 terms is called a...
Cubic Trinomial
The degree of this monomial
x3y2z
6th degree monomial