Classifying Polynomials

Kuta Software - Infinite Algebra 1
Name
Naming Polynomials Date Period.
Name each polynomial by degree and number of terms.
1) 2P4 + p3 2) -l
3) 2x2 4) -10k2 + 7
5) -5«4 + lOn - 10 6) -6a4 + 10a3
7) 6n 8) 1
9) -9n + 10 10) So1 - 6a
8p5 - 5p3 + 2p2-7
12) -In7 + 7n4
13) -8«4 + 5n3 - 2n2 - 8n 14) 9v7 + 7v6 + 4v3 -
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15) 16) -6
17) -10k4 +k2-k 18)
19) 9r6-8 20) 9n5 -
21) 2ns 22) -lOjc5
23) + 4x3-5x4 24) 10 + 8*
25) -4 - 2a2 + 8a 26) 4b6 + 5b5
27) -1 28) In5 + I0n4 -3n+ IQn7
29) 4 30) 4r6 - 3r2 - 8r4
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Kuta Software - Infinite Algebra 1
Naming Polynomials
Name each polynomial by degree and number of terms.
Name
Date
Period
1) 2p4 + p3 2) -10a
quartic binomial
linear monomial
3) 2x2
quadratic monomial
4) -10k2 +1
quadratic binomial
5) -5n4 + lO/i - 10
quartic trinomial
6) -6a4 + 10a3
quartic binomial
7) 6n
linear monomial
8) 1
constant monomial
9) -9n + 10
linear binomial
10) 5a2 - 6a
quadratic binomial
11) 8/5 - 5p3 + 2p2 - 1
quintic polynomial with four terms
12) -7n7+7n4
seventh degree binomial
13) -8n4 + 5n3 - 2n2 - 8n
quartic polynomial with four terms
14) 9v7 + 7v6 + 4v3 - 1
seventh degree polynomial with four terms
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15)
quadratic binomial
16) -6
constant monomial
17) -10k*+k2-k
quartic trinomial
18)
linear binomial
19) 9r6 - 8
sixth degree binomial
20) 9n5 - 8n3
quintic binomial
21) 2n5
quintic monomial
22) -lOjc5
quintic monomial
23) 4x-9x2 + 4x3-5x4
quartic polynomial with four terms
24) 10 + 8jc
linear binomial
25) -4 - 2a2 + 8a
quadratic trinomial
26) 4b6 + 5b5 + b4
sixth degree trinomial
27) -1
constant monomial
28) In5 + 10«4 -3n+ lOn1
seventh degree polynomial with four terms
29) 4
constant monomial
30) 4r6 - 3r2 - 8r4
sixth degree trinomial
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