
Introduction to Polynomials
Presentation
•
Mathematics
•
9th - 12th Grade
•
Hard
Joseph Anderson
FREE Resource
11 Slides • 12 Questions
1
Polynomials
Vocabulary, Classifications, and Operations
2
Polynomials Vocabulary
● Variable (a letter) - represents a quantity that can
vary or change
● Constant (not changing fixed) - a number or symbol
for a non-changing value (6, 234, 𝜋 ) that is NOT
next to a letter (not being multiplied by a variable)
● Coefficient - a number or value NEXT TO A
LETTER or variable that acts as a multiplier
(including the invisible 1)
3
Polynomials Vocabulary
● Monomial - a number, a variable, or the product
of a number and one or more variables (1 term)
● Binomial - polynomial with 2 terms
● Trinomial - polynomial with 3 terms
● Polynomial - a monomial or the sum of
monomials (4 terms or more)
4
In your notebook, write the expression below and label it
(like in the examples above) with these vocabulary words:
Constant, Variable, Coefficient, Exponent, Base, Term.
5
6
7
8
9
10
11
Multiple Choice
quartic polynomial
quadratic polynomial
quartic trinomial
quadratic trinomial
12
Multiple Choice
13
Multiple Choice
3x2 – 8x + 1
quadratic trinomial
cubic trinomial
quadratic binomial
cubic binomial
14
Multiple Choice
6w2 - 9w3
Yes
No
15
Multiple Choice
- 3x3 - x2 - 10x + 12
1
2
3
4
16
Multiple Choice
Identify the degree of the polynomial
3x4 + 2x2 - 7
1st degree
2nd degree
3rd degree
4th degree
17
Multiple Choice
Identify the degree of the polynomial
5x4 - 3x2 + 2x6 - x + 7
2nd degree
4th degree
5th degree
6th degree
18
Multiple Choice
Identify the type of polynomial shown
2x2 + 3x
Monomial
Binomial
Trinomial
Polynomial with more than 3 terms
19
Multiple Choice
Identify the type of polynomial shown
-3
Monomial
Binomial
Trinomial
Polynomial with more than 3 terms
20
Multiple Choice
-5 + 4m
4m - 5
-4m + 5
4m2 - 5
21
Multiple Select
Which of these is in Standard Form? (check all that apply)
4x2+12x−13x3
5−3x
2x4−12x2+5x−9
5x5+4x4+12x3−23x+15
22
Fill in the Blank
Type answer...
23
Thank you for your attention!
I am glad we are on this adventure together!
Polynomials
Vocabulary, Classifications, and Operations
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