Exponents
Order of Operations
Parts of Expressions
Translate Expressions/Equivalent Expressions
Miscellaneous
100

Write n * n * n  in exponential form.

n3

100

Use order of operations to solve: 20 - 15 ÷ 3 + 2 x 1

17

100

How many terms are in the following expression:

a + b - c

3 terms

100

Write the following as an algebraic expression: ten times s, decreased by 15

What is 10s-15?

100

How many terms are in the following expression: 4 + b

2

200

Write 4x4x4x4x4x4 in exponential form.

What is 46?

200

Use order of operations to solve: (8 x 7) ÷ 14 - 12

3

200

How many terms are in the following expression:    8(s-3)

1 term

200

Write the phrase as an expression: the fourth power of 2, minus 3 squared


Double: Simplify the expression

24 - 32

7

200

Evaluate the following: 100-92 ÷3

What is 73?

300

What is the answer to 4 cubed?

What is 64?

300

2(3+15) + 161

What is 197?

300

Describe the underlined part of the expression as a coefficient, constant, or variable.

5x - 75


coefficient

300

Evaluate the following expression when p=4 and f=6 10f - 6p + 2f - (f-p)

What is 46?

300

Write an algebraic expression for each verbal expression. 24 more than k doubled

What is 2k + 24

400

What is the answer for the 6th power of 10?

1,000,000

400

Evaluate the following: 32 + (8 x 9) ÷ 9 - 1

What is 16?

400

Describe the underlined part of the expression as a coefficient, constant, or variable.

2z + 7a - 12

constant

400

Combine like terms to create an equivalent expression: 2 + 34m + 5m +2m2

What is 2 + 39m + 2m2

400

Evaluate the following expression when p=10 for 3.5p +6p

What is 95?

500

Write in exponential form, then solve:

3 x 3 x 3 x 3

34 = 81

500

Johnny solved the expression 40 ÷ (10-2) x 5 and got an answer of 1. Is his answer correct? Why or why not?

No, he multiplied before dividing. Division and multiplication are computed from left to right.

500

Write an expression that contains the constant 4 and has 2 terms.

Sample answer: 3x + 4

500

Andrew sells 15 tickets to the school play. Cooper sells 5 fewer tickets than Andrew. Kieran sells twice as many tickets as Cooper, squared. How many tickets do Andrew, Cooper, and Kieran sell in all?

They sell 425 tickets in all.

500

((10+6)-3) x 6-22

What is 74?