Multiplication
Perimeter
Area
Division
Line Plots
100

True or False?

39 x 15 = (40 x 15) - (1 x 15)

True

40 x 15 = 600

1 x 15 =    15

600 - 15 = 585

39 x 15 = 585

100
A square has a side length of 8 meters. What is the perimeter of the square?

32 m

P = (2L) + (2W)

P = (2x8) + (2x8)

P = 16 + 16

P = 32 meters

100

The rectangle's length is 16 meters. It's width is 6 meters. What is the area of the rectangle?

A = L x W

A = 16 x 6

A = 96 square meters

100

Create an area model to display 875 divided by 7

An illustration of an area model with the dimensions of 7 and 125 (or 125 distributed like 100, 20, & 5)

100

The following students flew paper airplanes and measured the distance flown in meters.

Jill         4 1/5 meters

Joe        4 3/5 meters

Tom      3  2/5 meters

Bud      4  1/5 meters

Bob      4  1/5 meters

If the data above were placed into a line plot, what whole number would the plot begin with and what whole number would the plot end with?

The line plot would begin at 3 meters and end at 5 meters.

The shortest length was just longer than 3 meters and just shorter than 5 meters.

200

28 x 14 = (20 x 14) + (? x 14)

28 x 14 = (20 x 14) + (x 14)

? = 8

200

A rectangle has a width of 18 centimeters and a length of 12 centimeters. What is the rectangle's perimeter?

60 cm

P = (2L) + (2W)

P = (2x12) + (2x18)

P = 24 + 36

P = 60 centimeters

200

The square's area is 64 square centimeters. How many centimeters is a side length of the square?

A = L x W

64 = L x W (The length and width of the square are the same)

64 = 8 x 8

Side Length = 8 centimeters

200

Tommy and his two friends bought a bicycle to share. The bike cost 144 USD. Each person chipped in equally to pay for the bicycle. How much did each person pay?

144/3 = 48

Tommy and his two friends paid 48 USD each.

200

The following students flew paper airplanes and measured the distance flown in meters.

Jill         4 1/5 meters

Joe        4 3/5 meters

Tom      3  2/5 meters

Bud      4  1/5 meters

Bob      4  1/5 meters

What paper airplane distance was the most common traveled?

4  1/5 meters was the most common distance traveled. Three out of the five student's planes traveled 4  1/5 meters.

300

Create an area model to show 6 x 42 distributed.

The area model should illustrate:

(6 x 40) + (6 x 2)

300

The perimeter of the rectangle is 134 meters. The rectangle's length is 42 meters. What is the width of the rectangle?

Width = 25 m

P = (2L) + (2W)

134 = (2x42) + (2W)

134 = 84 + (2W)

134 = 84 + 50

50/2 = 25

300

The area of the rectangle is 435 square meters, and the length is 3 meters. What is the width of the rectangle?

A = L x W

435 = 3 x W

W = 145 meters

300

Mr. Gerry has 42 widgets to store in containers. Each container can hold 5 widgets. How many boxes will be full with widgets?

8 boxes will be full of widgets.  


There will be 2 widgets leftover. The remainder is ignored based on the story and question.

300

The following students flew paper airplanes and measured the distance flown in meters.

Jill         4 1/5 meters

Joe        4 3/5 meters

Tom      3  2/5 meters

Bud      4  1/5 meters

Bob      4  1/5 meters

What is the difference in length between the shortest and longest travel distances?  Show your work.

4  3/5 - 3  2/5 = 1  1/5 meters

The difference in lengths is 1  1/5 meters.

400

Use the doubling & halving strategy to find the missing value.

24 x 64 = ? x 32

? = 48

24 x 64 = 48 x 32

64 was halved so 24 had to be doubled (24 x 2)

400

The perimeter of the rectangle is 376 centimeters. The width is 76 centimeters. What is the length of the rectangle?

Width = 112 cm

P= (2L) + (2W)

376 = (2L) + (2x76)

376 = (2L) + 152

376 = 224 + 152

376 = (112 x 2) + 224


400

The rectangle has a width of 14 meters and a length of 22 meters. What is the area of the rectangle?

A = L x W

A = 22 x 14

A = 308 square meters

400

Aidan and Declan bought a pizza for 9 USD. They agreed to pay equally. How much did Aidan and Declan pay each?

9/2 = 4.5

Aidan and Declan paid $4.50 each.

400

The following students flew paper airplanes and measured the distance flown in meters.

Jill         4 1/5 meters

Joe        4 3/5 meters

Tom      3  2/5 meters

Bud      4  1/5 meters

Bob      4  1/5 meters

Zac came along and said he could throw a paper airplane the combined distance of the top three already thrown. How far does Zac think he could throw his paper airplane?

4  1/5 + 4  1/5 + 4  1/5= 12  3/5

Zac thinks he can throw his paper airplane 12  3/5 meters.

500

Which statement is true?

A) 13 x 46 = 14 x 56

B) 36 x 18 = (30 x 8) + (6 x 10)

C) 26 x 7 = (25 x 7) + (1 x 7)

D) 59 x 12 = (60 x 12) + (1 x 12)

C) 26 x 7 = (25 x 7) + (1 x 7)

26 x 7 = 182

25 x 7 = 175

1 x 7 = 7

175 + 7 = 182

500

The rectangle's area is 96 square centimeters. The width is 12 centimeters. What is the perimeter of the rectangle?

A = L x W

96 = L x 12

L = 8

P = (2L) + (2W)

P = (2x8) + (2x12)

P = 16 + 24

P = 40 centimeter

500

The area of a rectangle is 6,012 square centimeters. The width is 6 centimeters. What is the length of the rectangle?

A = L x W

6,012 = L x 6

L = 1,002 centimeters

500

Complete the following partial quotient strategy.

224 divided by 4= 

4 groups of ? = 200  

4 groups of 6 = ?

224 divided by 4=

4 groups of 50 = 200

4 groups of 6 = 24

500

The following students flew paper airplanes and measured the distance flown in meters.

Jill         4 1/5 meters

Joe        4 3/5 meters

Tom      3  2/5 meters

Bud      4  1/5 meters

Bob      4  1/5 meters

Create a line plot to display the data above. 

Accurately created line plots.

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