Eduardo has a 32-gallon fish tank. Describe what this measurement means.(1 point)
It means his fish tank holds 32 fish.
It means his fish tank is too big.
It means his fish tank holds 32 gallons of water.
It means his fish tank is 32 feet long
11 answers
It means his fish tank holds 32 gallons of water.
A storage unit is advertised as being 100 cubic feet. Which of the following best describes what this
means?(1 point)
The storage unit can be used to keep all your extra materials.
The storage unit is too small.
The storage unit can hold 100 boxes that are 1 cubic foot.
The storage unit can hold 100 items
means?(1 point)
The storage unit can be used to keep all your extra materials.
The storage unit is too small.
The storage unit can hold 100 boxes that are 1 cubic foot.
The storage unit can hold 100 items
The storage unit can hold 100 boxes that are 1 cubic foot.
A delivery truck service needs to transport 75 boxes. The boxes are all cubes with a side length of 18
in. How much space will the service need to transport the boxes? Use the formula for the volume of a
cube.(1 point)
437,400 in.3
5,832 in.3
1,350 in.3
24,300 in.2
in. How much space will the service need to transport the boxes? Use the formula for the volume of a
cube.(1 point)
437,400 in.3
5,832 in.3
1,350 in.3
24,300 in.2
To calculate the volume of a cube, you use the formula V = s^3, where s is the side length of the cube.
Given that the side length of each box is 18 inches, we can calculate the volume of one box:
V = 18^3
V = 5832 cubic inches
Since there are 75 boxes to transport, multiply the volume of one box by the number of boxes:
Total space needed = 5832 in.^3 * 75
Total space needed = 437,400 in.^3
Therefore, the delivery truck service will need 437,400 cubic inches of space to transport the 75 boxes. The answer is 437,400 in.^3.
Given that the side length of each box is 18 inches, we can calculate the volume of one box:
V = 18^3
V = 5832 cubic inches
Since there are 75 boxes to transport, multiply the volume of one box by the number of boxes:
Total space needed = 5832 in.^3 * 75
Total space needed = 437,400 in.^3
Therefore, the delivery truck service will need 437,400 cubic inches of space to transport the 75 boxes. The answer is 437,400 in.^3.
Anna Beth has a freshwater fish tank and a saltwater fish tank. They are both cubes. The side length
of the freshwater tank is 15 cm. The side length of the saltwater tank is 45 cm. How many times larger
is the volume of the saltwater tank than the volume of the freshwater tank? (1 point)
27
3
30
9
of the freshwater tank is 15 cm. The side length of the saltwater tank is 45 cm. How many times larger
is the volume of the saltwater tank than the volume of the freshwater tank? (1 point)
27
3
30
9
To find the volume of a cube, you use the formula V = s^3, where s is the side length of the cube.
For the freshwater tank:
Side length (s) = 15 cm
Volume = 15^3 = 3375 cm^3
For the saltwater tank:
Side length (s) = 45 cm
Volume = 45^3 = 91125 cm^3
To find how many times larger the volume of the saltwater tank is compared to the freshwater tank, you divide the volume of the saltwater tank by the volume of the freshwater tank:
91125 cm^3 / 3375 cm^3 = 27
Therefore, the volume of the saltwater tank is 27 times larger than the volume of the freshwater tank. The answer is 27.
For the freshwater tank:
Side length (s) = 15 cm
Volume = 15^3 = 3375 cm^3
For the saltwater tank:
Side length (s) = 45 cm
Volume = 45^3 = 91125 cm^3
To find how many times larger the volume of the saltwater tank is compared to the freshwater tank, you divide the volume of the saltwater tank by the volume of the freshwater tank:
91125 cm^3 / 3375 cm^3 = 27
Therefore, the volume of the saltwater tank is 27 times larger than the volume of the freshwater tank. The answer is 27.
Use the formula for finding the volume of a right rectangular prism to calculate the volume of the
figure.
(1 point)
4.375 ft.3
0.4375 ft.3
43.75 ft.3
437.5 ft.3
figure.
(1 point)
4.375 ft.3
0.4375 ft.3
43.75 ft.3
437.5 ft.3
In a right rectangular prism, the formula to find the volume is V = l x w x h, where l is the length, w is the width, and h is the height of the prism.
Since the question doesn't provide the values of the dimensions, we can't calculate the volume accurately. We would need the specific values of the length, width, and height of the figure to calculate the volume. Please provide the values for the length, width, and height to determine the correct volume.
Since the question doesn't provide the values of the dimensions, we can't calculate the volume accurately. We would need the specific values of the length, width, and height of the figure to calculate the volume. Please provide the values for the length, width, and height to determine the correct volume.
choose one of these options
4.375 ft.3
0.4375 ft.3
43.75 ft.3
437.5 ft.3
4.375 ft.3
0.4375 ft.3
43.75 ft.3
437.5 ft.3
0.4375 ft.3
1 answer