s^3 is "s" cubed.
The volume will increase by a factor of 8. A cube that is 2 inches on all sides has a volume of 8 cubic inches. Double it to 4 inches and the volume increases to 64 cubic inches. Double it again and the volume increases to 512 cubic inches. Each time the volume has increased by a factor of 8. It is no coincidence that double is the same as 2 times and that 2 x 2 x 2 = 8.
A = s2 Area of the square = s times s
The volume of a cube is the length of the side cubed, orV = s3V = 93V = 729 in3It is: 9*9*9 = 729 cubic inches
A pentagon is a 2-D shape. You can't find the volume of it unless it's 3-D. The formula for the area of a pentagon has something to do with the perimeter, the number of sides, the apothem, and the number 2.
70 inches.
Surface area = 6s2, volume = s3
The formula for a volume of a cube is length x width x height. For example, if all sides of a cube were 3 inches, then the volume is 9 inches cubed.
If a cube measures 4 inches on all sides its volume is: 64 cubic inches.well, the formula for calculating volume is: length x width x height. So, if the sides of the cube are all equal, as you said its sides are 4 inches, the equation would be:4 x 4 x 4 = 64
Volume of sphere in cubic inches = CDXII = 412 Formula for finding volume of sphere = 4/3*pi*radius3 In order to find the radius we must make the radius the subject of the formula. 4/3*pi*radius3 = 412 4*pi*radius3 = 412*3 radius3 = 412*3 divided by (4*pi) radius3 = 98.35775483 radius = 4.616039703 inches, done by cube rooting both sides of the formula. Therefore the radius of a sphere of 412 cubic inches is 4.616 inches, correct to three decimal places. Check that the answer is correct by substituting the answer into the formula which should out as 412 square inches.
The volume is 27 cubic inches.
The volume is 27 cubic inches.
The volume is 27 cubic inches.
The volume of this cube is 778.7 cubic inches.
3 inch sides 27 cubic inches volume
The volume is 27 cubic inches.
The volume of this cube is 64 cubic inches.
It depends on the shape of the prism - whether its ends are triangular, rectangular or are polygons with more sides.