Vocabulary
Formula for volume
V = l X w X h
(volume = length x width x height)
Find the area of this figure:
Length = 5
Width = 2
10 units2
What is the volume:
L: 5 cm
W: 5 cm
H: 5 cm
V= 125 cm3
Greg has a planter that he wants to fill with soil. It is 10 in. long, 5 in. wide and 5 in. high. How much soil does he need to fill the planter?
250 in3
How many inches are in 1 foot?
12 inches
What are the correct units for a volume math problem?
Units 3 or cubic units
What is the area?
Length = 10
Width = 15
A = 150 units2
L: 6 in
W: 3 in
H: 8 in
144 in3
Tara has a square bath tub in her house. It measures 20 in. wide, 60 in. long and 25 in. deep. If she fills the water to the top of the bath tub, how much water will she need to fill it?
30,000 in3
How many quarts are in one gallon?
4 quarts
What is a right rectangular prism
Base is a rectangle
3D figure
The sides intersect the base at 900
L = 6 cm
W = 8 cm
A = 48 cm2
Length: 3 m.
Height: 8 m.
Width: 4.5 m
108 m3
Sarah is moving to a new apartment. Each of her boxes measures 30 in x 10 in x 8 in. What is the total volume of one moving box?
2, 400 in3
How many feet are in one mile?
5, 280 ft
Define formula
A math equation that helps you solve a specific problem
Example: The formula for area is A= l x w
Evaluate for area:
L = 2.5 in
W = 6 in
A = 15 in2
Base: 8.25 m
Height: 1.5 m
12.375 m3
Sally's room is 4 feet wide, 20 feet long, and 10 feet high. David's room is 5 feet wide, 20 feet long, and 12 feet high. Who has the bigger room?
David. The volume of his room is 1, 200 ft3
Convert 16 feet to inches
192 inches
What are two formulas that you can use to solve for volume?
Volume = length x width x height AND
Volume = base X height
Solve for area:
L = 0.5 cm
W = 2.3 cm
A = 1.15 cm2
Base: 27 ft
Height: 41 ft
1,107 ft3
A ship carries containers that measure 10 m. long, 3 m. high, and 2.5 m wide. What is the volume of 30 of these containers?
2250 m3
2.5 gallons = how many quarts?
10 quarts