Substitution
Prime Factorization
Translate Algebraic Expressions
Common Factors
Equivalent Expressions
100

Evaluate when r = 3 and s =4

5r + s - 4

15

100

What is the prime factorization of 36?

22 x 32

100

Translate "The sum of a number x and 5" into an algebraic expression.

x + 5

100

Rewrite 12 + 8 using a common factor.

4(3 +2)

100

Write an equivalent expression:

3(3y - x) - x + 5y

-4x + 14y or 14y - 4x

200

Evaluate when r = 3 and s =4

35 - 3r + 2s

34

200

Express 100 as a product of prime factors.

22 x 52

200
  • Write an algebraic expression for "7 less than six times a number x."

6x - 7

200

Rewrite 20 + 15 using a common factor

5(4 + 3)

200

Write an equivalent expression: -4(3x - y) +18

-12x +4y + 18

300

Evaluate when r = 3 and s =2

4s2 - (15 - r)

4

300

What is the prime factorization of 48?

2x 3

300

Write an expression for the total cost if each item costs $2 and you buy x items.

2x

300

Rewrite 18 + 30 with a common factor.

6(3 +5)

300

Write an equivalent expression: -7x + 3y - 25 + x

-6x + 3y - 25

400

Evaluate when r = 3 and s =4

(r+ 7) + s

20

400

Express 60 as a product of its prime factors.

2x 3 x 5

400

Translate this description into an algebraic expression: "The difference between 3 times a number in feet and 5 feet."

5 - 3x

400

Complete the equation: 144 + 120 = 24(____ + ____)

144 + 120 = 24(6 + 5)

400

4x - 5 + 2x + 17

3(2x + 4)

500

Evaluate when r = 3 and s =4

(4rs)/3 + 8 

24

500

What is the prime factorization of 336?

24 x 3 x 7

500

Write an expression that represents the height of a tree that was initially measured at 4.2 ft. after a given number of years if the tree grows 2.3 feet per year. Use the variable x.

4.2 + 2.3x

500

Jason buys two video games. One costs $42 and the other costs $63. Which expression CANNOT be used to calculate the total cost?

A. 7(6 + 9)

B. 3(14 + 21)

C. 1(42 + 63)

D. 14 (3 + 4)

D.

500

Generate an equivalent expression:

−3x + 10y - 20 - 6x + 2y - 10?


 -9x + 12y - 30 or 3(-3x + 4y -10) or -3(3x - 4 + 10)