Given that the volume that a cube is





Explanation:

The formula because that the volume is given by

Since we have actually the volume, we need to take the cube root of the volume to find the size of any one side (since it is a cube, all of the sides room equal).
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Plugging in 216 for the volume, we end up with

A challenge of a cube has a diagonal through a size of


Explanation:
Because this is a cube, it"s helpful to remember the the value of the diagonal of one face is the same size for the other 5 faces. Additionally, the size of one edge will be the same size of all the cube"s other edges. This helps relax the stress of there being much more than one possible right answer.
To discover the edge, we"re searching for the size of among the political parties of the square"s faces. The problem can be seen in a simplified square convention:


The hypotenuse that the produced triangle is






Therefore, the edge length of the cube is

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Example question #3 : exactly how To discover The size Of An sheet Of A Cube
If the surface area that a cube is same to

Possible Answers:
Correct answer:

Explanation:
The surface ar area the a cube have the right to be stood for as


We deserve to substitute






So, one edge that this cube is

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Example inquiry #1 : how To discover The length Of An leaf Of A Cube
The volume the a cube is

Find the length of the cube come the nearest tenth the a foot.
Possible Answers:
Correct answer:

Explanation:
Since the volume that a cube is length times broad times height, v every measurement gift the same, we just need to take it the cube root of the volume:

Rounded come the nearest tenth, the size is 3.5 feet.
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Example question #5 : how To discover The length Of An edge Of A Cube
Find the length of one of the cube"s sides:

Possible Answers:
Cannot it is in determined
Correct answer:

Explanation:
The only info that is provided is the the diagonal of one of the encounters of the cube is

The leaf of the cube have the right to be fixed for using the Pythagorean Theorem due to the fact that the diagonal create two ideal triangles. Or, if you"re comfortable v it, you can remember that the diagonal line creates 2

Using the Pythagorean Theorem,

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The variables




Looking back at the problem, the only information given is the hypotenuse for one of the 2 triangles. This value can be substituted in for

