NEW
Font size
Worksheets12 - Additional Unit 6 Vocabulary
Total questions: 20
Worksheet time: 10mins
When a polynomial is in standard form, the number at the front of the polynomial is called the
Degree of the polynomial
FOIL Method
Leading coefficient
Exponent of the polynomial
To find the degree of a monomial, we
Add the exponents of each variable factor.
Add the coefficients of each variable factor.
Use the largest exponent of all the variable terms.
Subtract the exponents of each variable factor.
In the FOIL Method, "F" stands for
Frequent Terms
False Terms
Free Terms
First Terms
In the FOIL Method, "O" stands for
Outrageous Terms
Outer Terms
Obsolete Terms
Ostridge Terms
In the FOIL Method, "I" stands for
Irrational Terms
Intersection Terms
Inner Terms
Insulated Terms
In the FOIL Method, "L" stands for
Linked Terms
Lost Terms
Largest Terms
Last Terms
Which of these polynomials is not in standard form?
6.5
3x2 + 2x - 7
5x - 2x3 -4
4x5+2
The polynomial x2 - 3y can be classified as
A monomial
A constant
A binomial
A trinomial
The polynomial 26.3 can be classified as
An exponent
A constant
A binomial
A trinomial
The polynomial 4x2 - 3x + 7 can be classified as
An exponent
A constant
A binomial
A trinomial
Which of these is not a monomial?
41
6b5
1/2 x
y-2
When we solve an addition of polynomials by putting like terms into columns and adding down, we're using
The Horizonal method
The FOIL method
The Vertical method
The Double Distributive method
A sum of squares, ie. (a+b)2 solves as
a2 - 2ab + b2
a2 - b2
a2 + 2ab + b2
a2 + b2
A sum of differences, ie. (a-b)2 solves as
a2 - 2ab + b2
a2 - b2
a2 + 2ab + b2
a2 + b2
The product of a sum and a difference, ie. (a+b) x (a-b) solves as
a2 - 2ab + b2
a2 - b2
a2 + 2ab + b2
a2 + b2
When multiplying a trinomial by a trinomial, how many products should result?
3
6
9
12
When adding 3xy + 7xy, we should
Multiply numbers first, then one variable at a time.
Subtract the coefficients and leave the variables alone.
Add the coefficients and leave the variables alone.
Add the variables and multiply the coefficients.
The polynomial x4y3 + 2x2y8 - 3y5 has a degree of
5
7
10
22
Using the product of powers rule, x2 ⋅ 2x =
x2
2x2
2x3
3x2
When we solve an addition of polynomials by putting like terms into parentheses from left to right, we're using
The Horizonal method
The FOIL method
The Vertical method
The Double Distributive method
