What is the length of the edge of a cubic storage box if it is 96 square feet?
If one surface is 96 square feet, you need to find the square root of 96. Area of a square is found by multiplying two sides together.
To find the length of the edge of a cubic storage box, we need to determine the volume of the box first. The volume of a cubic box is calculated by multiplying the length of one edge by itself three times (length x length x length).
However, we are given the area of the box, not the volume. The area of a cube can be found by multiplying the length of one edge by itself two times (length x length).
In this case, the given area is 96 square feet. To find the length of one edge, we need to take the square root of the area.
To calculate the square root, you can use a calculator or a math software. Simply input the given area (96) and find the square root.
Using this, you will find that the square root of 96 is approximately 9.8.
Hence, the length of the edge of the cubic storage box is approximately 9.8 feet.