Lesson 3-1
Lesson 3-2
Lesson 3-3
Lesson 3-4
Random
100

Identify the terms and like terms.

-x^2-9x^2+12x^2+7

Terms: -x, -9x^2, 12x^2, 7

Like Terms: -9x^2, 12x^2

100

Find the sum.

(-3.4k-7)+(3k+21)

-0.4k+14

100

Simplify.

3(a-7)

3a-21

100

Factor using GCF.

15w+65

5(3w+13)

100

Who does the Thompson Volleyball team play in the opening round of the state volleyball tournament? And what time?

Oak Grove at 7 pm

200

Simplify

8x-11x+6x

3x

200

Find the difference.

(2n-9)-(-2.4n+4)

4.4n-13

200

Simplify.

4.5(3s+6)

13.5s+27

200

Factor out the coefficient.

0.8w+3.6

0.8(w+4.5)

200

Factor using GCF.

12+9g-30h

3(4+3g-10h)

300

Identify terms and like terms.

1/2s-4+3/4s+1/8-s^3

Terms: 1/2s, -4, 3/4s, 1/8, -s^3

Like Terms: 1/2s, 3/4s; -4, 1/8

300

Find the sum.

(7/4x-5)+(2y-3.5)+(-1/4x+5)

1 1/2x+2y-3.5

300

Simplify.

-6(-4d-8.3+3d)

6d+49.8

300

Factor out the coefficient.

5/2k-2

5/2(k-4/5)

300

A bike rental is represented as (2.5m+25), where m is the number of miles traveled. Write a simplified expression that represents the cost for a family of four to rent 4 scooters.

(10m+100) dollars

400

Simplify

8+4a+6.2-9a

-5a+14.2

400

Find the difference.

(9/4x+6)-(-5/4x-24)

3 1/2x+30

400

Simplify.

5/3(4/3a+9b+2/3a)

3 1/3a+15b

400

Factor -1.75 out of 

-14m-5.25n

-1.75(8m+3n)

400

You rent a car for 4 days. The rental company charges a daily fee and an additional charge per mile driven. The total cost of the rental is (104+2m) dollars. Write an expression that represents the cost per day.

(26+0.5m) dollars

500

Simplify

-2/3c-9/5+14c+3/10

13 1/3c-1 1/2

500

Find the difference.

(1-5q)-(2.5s+8)-(0.5q+6)

-5.5q-2.5s-13

500

Simplify.

-3/4(5p-12)+2(8-1/4p)

-4 1/4p+25

500

Factor out -1/4 out of

-1/2x-5/4y

-1/4(2x+5y)

500

Simplify.

c(4+3c)-0.75(c+3)

3c^2+3.25c-2.25