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In a rectangular aquarium, multiply the length, width, and height in inches and then divide the answer by 231 to get the amount of gallons the tank can hold.
You need more information. There are many shapes which could hold the same volume, but have different (is it perimeter of the base, maybe?).
A rectangle is a two dimensional shape which does not have any volume. However, the information given in the question refer to a rectangular prism or cuboid. Its volume is 26*36*16 cubic inches = 64.8 US gallons.
Think of surface area as your skin and volume as all the contents inside your body. So they relate because surface area can hold volume or volume could be inside the surface area.
In terms of fluid capacity, a shape with a volume of 4,000 cm3 could hold up to about 1.056 US gallons.
4, 6, and 12
Amount of soil is measured using volume the SI unit for volume is m3
It depends on which has more surface area.. and more volume to displace water.
Volume is how much cubic units could hold, and capacity is how much an object can hold a liquid.
In a rectangular aquarium, multiply the length, width, and height in inches and then divide the answer by 231 to get the amount of gallons the tank can hold.
0.26 cubic miles
hold the ball with hand like a normal fas ball and the seam vertical
You need more information. There are many shapes which could hold the same volume, but have different (is it perimeter of the base, maybe?).
A rectangle is a two dimensional shape which does not have any volume. However, the information given in the question refer to a rectangular prism or cuboid. Its volume is 26*36*16 cubic inches = 64.8 US gallons.
You could put some glue or something sticky on the surface of the ball to hold it back.
Any container of any shape with a volume of 6.6841 cubic feet or more will do the job. For a rectangular container, multiply the (length) x (width) x (height). If the result is 6.6841 or more in feet, (11,550 or more in inches), you're in business.
Determine the volume of the container, then it can hold that volume of the substance.