if one side of a cube is 1/6. what are the lengths for the other sides?
On a cube, all lengths of the sides are the same.
Like Ms.SUE said, on a cube,
It's like a square, except
Three dimensional. So all sides
Would have to be the same.
So the answer is,
All of the sides are the same.
:)
Well, a cube is like a square. The only different with them is that a cube is 3D while a square is flat. On a square, each side is the same length. So, on a cube if one side is 1/6, then all of the sides have to be 1/6. A cube has 6 sides, yes?
ANSWER: 1/6 is the simplest form.
To find the lengths of the other sides of the cube, we can assume that all sides of a cube are congruent.
Given that one side of the cube is 1/6, we can use this measurement to find the lengths of the other sides.
Since the cube has six faces, all congruent in size, the length of each side can be calculated by multiplying the given side length by the square root of 6.
Let's calculate it:
Side length of one side = 1/6
Length of other sides = (1/6) * sqrt(6)
Now, we can simplify the expression:
Length of other sides = (1/6) * 2.449
Length of other sides = 0.4082
Therefore, the lengths of the other sides of the cube are approximately 0.4082.