Monomials
Polynomials
Polynomial Operations
GCF
Factoring
100
Which language does the prefix "mono" and "poly" originate from? (hint: NOT LATIN)
Greek
100
What is the classification for a polynomial that has 2 terms?
Binomial
100
What two things do like terms have in common?
Same Degree and Same Variables
100
What does LCM stand for?
Least Common Multiple
100
Fill-in the Blank:
Factoring is the process of breaking a complex expression into smaller pieces all being _________ together
"Multiplied"
200
State the degree of the following Monomial:
13x^3y^1
4
200
What is the classification for a polynomial with degree 5?
Quintic
200
What is:
4x^3+8x^3
12x^3
200
Making a factor tree, write the prime factorization of the following number: 40
40 = 2^3*5^1
200
Name the three methods of factoring we've learned this chapter
1. Factoring by GCF
2. Sum-Product Pattern
3. Bottoms Up
300
What is:
4x^3*8x^3
32x^6
300
Write an example of a: Cubic Trinomial
*See Answers*
Example:
x^3 + x^2 + x
300
Add the following Polynomials (write your answer in standard form):
Daily Double: Classify by degree and number of terms
4r^4+21r-17
300
Determine the GCF of the following numbers:
18, 54
9
300
Factor the following quadratic trinomial using the sum-product pattern (remember your negatives)
x^2-7x+12
(x-3)(x-4)
400
What is: (8x^3)/(4x^3)
2
400
Classify the following polynomial by degree and number of terms:
3x^4+6x^3-19x^2+7
Quartic Polynomial
400
Multiply the following:
2y(3y^2-10y+7)
6y^3-20y^2+14y
400
Determine the GCF of the following monomials:
15x
400
Factor the following by pulling out the GCF
7x^3+14x^2+21x
7x(x^2+2x+3)
500
Name 3 Greek Letters along with their symbols
*See Answers*
500
If a linear trinomial existed, it would either:
have like terms that could be combined
OR
have a degree of 2 or more.
Random Example: 4x + 7x + 10
500
Compute the following:
(4x + 5)^2
16x^2+40x+25
500
Determine the GCF of the following monomials:
15x^2y^5z^7 and 20xy^10z^2
5xy^5z^2
500
Factor the following using the bottoms-up method:
2x^2+11x+5
(2x+1)(x+5)