I found the volume of six cubes to total 336 cubic inches.
How do I change the volume to surface area?
I need to find the Find the total Surface Area
six cubes = 336
one cube = 56
side of cube = (56)^(1/3)
area of one side = 56^(1/3)^2 = 56^(2/3)
each cube has six sides, so multiply by 6
but you have 6 cubes, so multiply by 6 again
final SA = 36(56^(2/3)) =
I will let you do the button pushing if you need a decimal answer.
To find the total surface area of the cubes, we need to know the side length of each cube. However, since you only mentioned the volume of the cubes, we first need to find the side length of each cube.
Let's call the side length of one cube "s". The formula for the volume of a cube is V = s^3. We know that the sum of the volumes of the six cubes is 336 cubic inches. So, we can set up the following equation:
6s^3 = 336
To find the side length "s", we can rearrange the equation:
s^3 = 336 / 6
s^3 = 56
s = ∛56
Once you have the value of s, you can substitute it into the formula for the surface area of a cube, which is A = 6s^2. By multiplying this surface area by 6 (since there are six cubes), you can find the total surface area of all the cubes.