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If you double the side, then the volume (which you've called size) will go up by the power of three, so a 2 foot sided cube (which has a volume of 8 cu ft) will go to a 4 foot sided cube with a volume of 64 cu ft. If you then halve that you will have 32 cuft and this will have a side which is the cube root of 32 which is 1.28 feet.
What else can I help you with?
What will happen to the total surface area of a cube if its each side is halved?
It will be a quarter of what it was.
If the length of each side of a cube is doubled is the surface area doubled?
this is incorrect -- quick example.. 2"x2"x2" cube -- will have a surface area on each side of 4"sq (2x2=4) --- now make that 4"x4"x4" -- this cube will have a surface area on each side of 16"sq (4x4=16)
How does the surface area of a cube change if the length of each side is doubled?
The surface area is quadrupled.
What happens to the volume of a cube when the dimension of each side are doubled?
The volume is increased by eight times !
A cube has a side of 3 units If each side is doubled how has the total area changed?
The area increases by a factor of 4.
What happens to the area of the square when its side is halved?
area = side x side if the side is halved, then new_area = side/2 x side/2 = side x side / 4 = area / 4 The area becomes a quarter of what is was. With similar objects, The ratio of areas is the square of the ratio of the lengths The ratio of volumes is the cube of the ratio of the lengths.
When the measure of the side of a cube you doubled wgat happens to its volume?
When you double the linear dimension of a cube,its volume becomes 8 times its original value.
If given a cube with a side of 3 units and each side is doubled how has the volume changed?
Increased from 3 cubed, 27 to 6 cubed, 216
What will happen to a volume of a cube if each edge is halved?
The volume is reduced by 7/8. for example - if you had a cube measuring 4 cm each side - the volume would be 4x4x4=64cm3. Halving each side to 2cm would result in the sum 2x2x2=8cm3. 8 is one-eighth of 64.
How can you find the side of a cube using a cube root?
The cube root is the side of a cube.
How has the volume changed if the sides on a cube are doubled?
If every side (face) of the cube is doubled (meaning both width and height of cube are doubled), then the volume is increased by a factor of 8. In other words: If v is the original volume... v = l * w * h and length (l), width (w), and height (h) all double, (V is the new volume V = (2 * l) * (2 * w) * (2 * h) = l * w * h * 2 * 2 * 2 = l * w * h * 8 = v * 8
Will the area of a square be doubled if you doubled the side legth of the square?
No, it will be quadrupled.
