Volume
Surface Area
Area
Missing Side/Coordinate Grid
Polygon
100
Find the volume of the following rectangular prism.
189 cm3
100
Draw a net for the following rectangular prism.
100
Find the area of the rectangle below.
60 cm2
100
Use the coordinate grid to determine the area and perimeter of the figure below.
Area: 36 units2
Perimeter: 30 units
Perimeter: 30 units
100
Find the area of the polygon below.
28 m2
200
Find the volume of the following rectangular prism.
48 in3
200
Draw a net for the following square pyramid.
200
Find the area of the rectangle below.
192 cm2
200
The points on the coordinate plane below are three vertices of a rectangle. Find the coordinates of the fourth vertex, then find the area and perimeter of the rectangle.
Fourth vertex: (-3, 5)
Area: 90 units2
Perimeter: 38 units
Area: 90 units2
Perimeter: 38 units
200
Find the area of the polygon below.
99 ft2
300
Determine the followings for the rectangular prism below.
Area of the base:
Height:
Volume:
Area of the base:
Height:
Volume:
Area of the base: 28 cm2
Height: 11 cm
Volume: 308 cm3
Height: 11 cm
Volume: 308 cm3
300
Find the surface area for the following square pyramid.
4*((4 x 13)/2) + (13 x 13) = 104 + 169 = 273
273 cm2
273 cm2
300
Find the area of the triangle below.
64 in2
300
If the volume of this rectangular prism is 324 units3, what is the height of the prism?
3 units
300
Martin is building a birdhouse for two of his birds. The frame of the birdhouse is shown below. Find the area and the perimeter of birdhouse's frame.
Area: (3 x 4)/2 + (7 x 6) = 6 + 42 = 48 in2
Perimeter: 4.4 + 4.4 + 7 + 7 + 6 = 28 in
Perimeter: 4.4 + 4.4 + 7 + 7 + 6 = 28 in
400
Determine the followings for the rectangular prism below.
Area of the base:
Height:
Volume:
Area of the base:
Height:
Volume:
Area of the base: 8 ft2
Height: 6 ft
Volume: 48 ft3
Height: 6 ft
Volume: 48 ft3
400
Find the surface area for the following rectangular prism.
92 in2
400
Find the area of the triangle below.
101.5 cm2
400
If the area of this triangle is 42 cm2, what is the length of its base?
12 units
400
Luke is designing a fenced parking lot that has a shape of a trapezoid shown below.
a. What is the area of the parking lot?
b. How many meters of fence does Luke need?
a. What is the area of the parking lot?
b. How many meters of fence does Luke need?
a. 
14 m2 + 35 m2 = 14 m2 = 63 m2
b. 13 m + 8.1 m + 5 m + 8.1 m = 34.2 m
14 m2 + 35 m2 = 14 m2 = 63 m2
b. 13 m + 8.1 m + 5 m + 8.1 m = 34.2 m