Area and Perimeter
Data Display
Generic Rectangles
Prime Factorization
Decimals
100
Draw a rectangle that has side lengths of 12 cm and 20 cm. What is the perimeter of the rectangle you drew?
What is 64 cm.
100
How many students were surveyed below?
What is 14.
100
Find the product using a generic rectangle.
8 * 24
What is 192.
100
Write the prime factorization of 12.
What is 2*2*3
100
Add 4.353 and 0.016
What is 4.369.
200
What is the area of the rectangle below?
What is 6 yd2
200
What type of graph should we display the data on:
What is a bar graph.
200
Find the product using a generic rectangle:
16 * 21
What is 336.
200
Write the prime factorization of 205.
What is 5*41
200
Subtract 4.368 and 2.43
What is 1.938
300
What is the perimeter of the shape below. Use centimeters as your units.
What is 22 centimeters
300
How many students were in the class below:
What is 8.
300
Fill in the missing numbers and find the product
What is 14,950
300
Write the prime factorization of 300.
What is 2*2*3*5*5
300
Add 6.5 and 0.034
What is 6.534
400
What is the area of the total rectangle? Use square units.
What is 36 square units.
400
Add the number 43 to the stem and leaf plot below.
What is next to the stem of 4 and to the right or left of the current number 3 in the leaf side.
400
Fill in the generic rectangle and find the final product.
What is 12, 816
400
Write the prime factorization of 208.
What is 2*2*2*2*13
400
Subtract 12.856 and 4.423
What is 8.433
500
What is the area of the figure below. Use centimeters squared as your unit.
What is 25 cm2
500
How many students were surveyed?
What is 16.
500
Rewrite the following using the distributive property. Try to do it without making a generic rectangle first.
101(34 + 56)
What is 101(34) + 101(56).
500
Write the prime factorization of 318.
What is 2*3*53
500
Subtract 123 and 0.456
What is 122.544