Integers and Algebraic Expressions
(Chapter 1)
Rational Numbers
(Chapter 2)
Applications and Proportions
(Chapter 4)
Applications of Percent
(Chapter 5)
Equations and Inequalities
(Chapter 6)
100
|-7|
What is 7
100
Find (-5/8) x (7/15)
What is (-7/24)
100
The 2 other ways the ration 2/5 can be written as a ratio
What is 2 to 5 and 2:5
100
Dividing the amount of change by the original amount will give you this number
What is the percent of change
100
Solve 1 < u + 4
What is -3
200
Order the numbers -2, 3, and -6 from least to greatest.
-6, -2, 3
200
This is what the "a" stands for in the equation a=l x w
What is area
200
Find the unit rate for 52 deliveries in 8 hours
What is 6.5 deliveries/hour
200
Find the percent of increase for 75 and 110
What is 47%
200
Solve 8 > b-3
What is 11
300
The sum of two negative numbers
What is negative
300
In the number 2^5, the number two is known as...
What is the base
300
Do the ration 6/7 and 23/28 form a proportion
What is no
300
Find the percent of markup on an item that cost the store $10 and has a selling price of $19.
What is 90%
300
3m > 12
What is m > 4
400
What is the product of two integers with different signs
What is negative
400
Simplify 3^3
What is 27
400
Two products found by multiplying the denominator of each ration by the numerator of the other ratio
What is a cross product
400
An item that usually sells for $100 is on sale for 25% off. What is the final cost of the item?
What is $75
400
6 < d/3
What is 18
500
Simplify -2 x 9 x (-5)
What is 90
500
This number is scientific notation 2,650,000.
What is 2.65 x 10^5
500
Solve the proportion 2/9 = 10/a
What is a=45
500
A teacher invests $205 in an account that earns 8% interest. Find the balance after 10 years.
What is $369
500
-2b + 6 > 10
What is 2
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