A shipping box in the shape of a cube has a volume of 512 cubic inches. What is the edge length of this box?(1 point)
To find the edge length of the cube, we need to calculate the cube root of the volume.
The cube root of 512 is 8.
Therefore, the edge length of the box is 8 inches.
To find the edge length of the cube, you need to find the cube root of its volume.
The formula for finding the edge length of a cube is:
Edge length = cube root of volume
In this case, the volume of the cube is given as 512 cubic inches.
Taking the cube root of 512, we get:
Cube root of 512 = 8
Therefore, the edge length of the cube is 8 inches.
To find the edge length of the cube-shaped shipping box, we need to find the cube root of its volume, which is 512 cubic inches.
To do that, we can use a scientific calculator or an online calculator. Here's how you can calculate it using a scientific calculator:
1. Turn on your scientific calculator.
2. Enter the number 512.
3. Look for the cube root (∛) function on your calculator. It is usually denoted by a symbol like a small three (∛) or by typing "cube root" or "root 3" on some calculators.
4. Press the cube root (∛) function key on your calculator.
5. The result displayed on the calculator is the edge length of the cube-shaped shipping box.
Alternatively, you can also calculate the cube root using online calculators. Here's how:
1. Open your web browser and go to any search engine.
2. Search for "cube root calculator" or "∛ calculator."
3. You will see various online calculators.
4. Enter 512 in the appropriate field.
5. Click on the "Calculate" or "Calculate Cube Root" button.
6. The result displayed on the website will be the edge length of the cube-shaped shipping box.
Using either method, you will find that the edge length of the cube-shaped shipping box with a volume of 512 cubic inches is 8 inches, as the cube root of 512 is 8.