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A square is a 2-dimensional shape whereas volume is a property of a 3-dimensional object.
So it makes no sense to talk about a square having volume.
However, a 2-dimensional shape can also be considered as a 3-dimensional object with either a zero or infinite third dimension; so the volume of a square can be considered as either zero or infinite.
What else can I help you with?
Does a square have volume?
No because volume involves multiplying by a value on the 3rd dimension, and since the length on the 3rd dimension is 0 a square's volume is 0.
What is the volume expression of a square?
The formula that expresses the volume of a square isV = 0 .A square is a 2-dimensional (flat) shape, so it has no volume.
Formula for the volume of a square?
V = 0
Formula for finding the volume of a square?
Vol = 0 That is because a square is a 2-dimensional object and 2-d objects do not have a volume.
What is the formula for finding volume of square?
The formula for finding the volume of the square is....... nothing! Its nothing because squares are 2D and I guess you could probaly use area..... :)
How do you get the volume of a square?
The volume of any 2-dimensional object is always zero (0).but if it is not a 2d then it is a 3d and the volume of that would be bxh divided by3.
How many cubic feet is equal to 1000 square feet?
Cubic feet is a measure of volume while square feet is a measure of area. They do not directly convert.
What is the unit for the volume of a square?
A square only has area, not volume.
How many cubic feet in 440 square feet?
As an area of square feet has no height, it has no volume which is measured in cubic feet. Thus there are 0 cubic feet in 440 square feet.
Can you measure the volume of a square?
Volume of a square = length*width*height
Are is to square feet as volume is to...?
Area is to square feet as volume is to cubic feet.
How do you calculate volume of square?
A square has an area not a volume. Here are some equations for a cube and a square area of a square = length² volume of a cube = length³ Remember that units are very important.
