Polynomial Terminology
Adding Polynomials
Subtracting Polynomials
Multiplying Polynomials
Factoring Quadratics
100
A polynomial with only ONE term
Monomial
100
(3t + 6) + (9t + 5)
12t + 11
100
(9x + 12) - (7x + 4)
2x + 8
100
(3u – 3)*(3u + 3)
9u2 - 9
100
Factor
d^2+6d+8
(d + 2)(d + 4)
200
A polynomial with TWO terms
Binomial
200
(2x2 + 9x + 1) + (7x2 - 3x + 1)
9x2 + 6x + 2
200
(7g2 + 6) – (4g2 + 5)
3g2 + 1
200
(–7k) * (–8k)
56k2
200
Factor
t^2+9t+18
(t+3)(t+6)
300
A polynomial with THREE terms
Trinomial
300
(–8j + 8) + (8j – 4)
4
300
(6q3 + 9q2 + 6q + 4) – (4q3 + 4q2 + 2q + 2)
2q3 +5q2 + 4q + 2
300
(x + 9)*(x + 3)
x2 + 12x + 27
300
Factor
t^2–14t+24
(t-12)(t-2)
400
How many terms are in this polynomial?
4x4 + 7x3 - 8x2 + x + 1
5 (five)
400
(4b3 + 9b2 - 9b + 4) + (3b3 - 7b2 + 4b + 2)
7b3 + 2b2 - 5b + 6
400
(8s2 + 6s + 7) – (7s2 + 4s + 4)
1s2 + 2s + 3
400
(8j + 3)^2
64j2 + 48j + 9
400
Factor
g^2–3g–10
(g - 5)(g + 2)
500
Determine the number of terms AND the degree of the following polynomial: -3b5 + 4b2 + 7
Terms: 3 (three)
Degree: 5 (five)
500
Find the perimeter.
18y - 34
500
(j3 + 5j – 7) – (–2j2 – 1)
j3 + 2j2 + 5j - 6
500
(4h + 2)(4h^2 + 4h – 2)
16h3 + 24h2 - 4
500
Factor
x^2+2x–3
(x + 3)(x - 1)