Vocabulary
Adding Polynomials
Subtracting Polynomials
Multiplying Polynomials
Miscellaneous
100
How many terms are in a trinomial?
Three
100
(x+5)+(3x+9)
4x + 14
100

(7x+4)-(5x+8)

2x-4

100

(3x+1)(2x+3)

6x2+11x+3

100

Simplify: (3x2)(-2x3)

-6x5

200
What is the DEGREE of 2x4+9x3-5x2+6
4
200

(3x2+4x)+(2x2-3x)

5x2+x

200

(6x2+4)-(3x2+5)

3x2-1

200

(2x-5)(3x+2)

6x2-11x-10

200

Simplify: √48x2y3

4xy√3y

300
How many terms are in this polynomial? 4y5+6xy-3x2
Three
300

(-4x2+2x-3)+(5x2-4x+8)

x2-2x+5

300

(2x-4) - 2(4x-2)

-6x

300

(2x-4)(3x2-6x+1)

6x3-24x2+26x-4

300

Evaluate f(x) = x- 4x + 5 when x = -3.

26

400

Write an example of a polynomial with 4 terms and degree of 3.

Your teacher will check!

400

(8x2-4x+3)+(7x2+2x-11)

15x2-2x-8

400

(6x2-5x+8)-(4x2-7x+9)

2x2+2x-1

400

(2x2-4x+6)(x2+5x-2)

2x4+6x3-18x2+38x-12

400

After you complete the square for x2 + 64x + c, how can you write the expression as the square of a binomial?

(x + 32)2

500

What is the name of the polynomial that has a degree of 5?

quintic

500

(5x3+4x2-2x+2)+(4x3-4x2+2x+10)

9x3+12

500

(6x3+4x2-4x+5)-(4x3-6x2+10x-10)

2x3+10x2-14x+15

500

Ms. Waters wants to know how many desks can fit in her classroom next year. The length of her classroom is x+5 ft and the width of her classroom is x-4 ft. What is the area of her classroom? Area = lw

x2+x-20 square ft

500

Divide (2x2 + 14x + 20) by (x+5) using synthetic division.

2x + 4

M
e
n
u