Use of Positive Rational Numbers
Area, Surface Area, & Volume
Numeric & Algebraic Expression
Represent & Solve Inequalities & Equations
Percents
100

Chris and Jeff sold 15.5 pounds of trail mix. They sold the trail mix for $3.98 per pound. How much did they collect? Explain.

$61.69

100
The base and the height always meet at a ....

90 degree angle! 


Perpindicular to each other

100

Write each expression using an exponent:

1) 8 x 8 x 8 x 8 x 8 x 8

2) 9

3) 10 x 10 x 10

4) 2 x 2 x 2 x 2 x 2

  • 8^6 

  • 9^1
  • 10^3
  • 2^5
100

Solve for the variable:

1) d + 10 = 25 

2) 7x = 84 

3) c - 8 = 54

15

12

62

100

There are 20 students in the class and 30% of them are girls. How many girls are in the class?

6 girls

200

Gabriel needs “d” more dollars to buy a new video game console that costs $156.75. He has saved $98.26. How much more money does Gabriel need to buy the game console?

$58.49

200

Formula for finding the surface area of a rectangular prism?

2(lw + wh + lh)

2 large watermelons with honey look horrible

200

Find the GCF:

1) 30, 100 

2) 12, 24

10 

12

200

Solve for x.

1) 4/2 x = 6 

2) x/7 = 116

3

812

200

On Tuesday, 620 students attended a middle school. A survey was taken and stated 341 students brought lunch to school. What percent of students brought lunch?

about 55%

300

Find the product: 5/4 x 1 1/12

1 17/48

300

What is the area, in square centimeters, of the isosceles trapezoid?

base = 10

base = 16

height = 15

195 cm²

300

Find the LCM:

4) 4, 9 

5) 8, 10

36

40

300

Write an inequality for each situation:

1) Up to 10 people, p, may sit in this row.

2) The distance, d, is at least 6 miles.

p less than or equal to 10

d greater than or equal to 6

300

The number 4 is 16% of what number?

25

400

A model train is 15 3/4 inches long. Each car in this train is 2 5/8 inches in length. How many cars are in the train?

6 cars

400

What is the volume, in cubic inches, of the cube?

side length = 2 1/2

15.625 in^3

400

Evaluate the expression:

9 - (3² x 2) + 8

-1

400

Write an inequality for each situation:

3) The time it takes to get to my house is longer than 3 hours.

4) The value of the hat is less than $10

t > 3

v < 10

400

A video game originally costs $60. It is on sale for 25% off.
How much is the discount, and what is the sale price?

discount = $15

sale price = $45

500

Maria needs “d” more dollars to buy a new scrapbook that costs $8.35. She has $4.88. How much more money does Maria need to buy the scrapbook?

3.47

500

A rectangular box has a length of 5 cm, a width of 3 cm, and a height of 4 cm.
What is the surface area of the box?

94cm²

500

Write an algebraic expression to represent each situation.

1) 22 less than 6 times a number 

2) 4 times the sum of M and 7

6x - 22

4(m+7)

500

Identify the independent and dependent variables:

1) The distance traveled, d, and the speed, s.

2) The amount of money you spent, s, and how much you have left, m.

independent = speed , dependent = distance 


independent = amount spent , dependent = money left

500

A plant was 50 cm tall. After 1 month, it grew by 20%.
What is the new height of the plant?

60cm

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