crate measures 4 feet by 12 feet by 7 feet. what is the are of its smallest side?
4*7
To find the area of the smallest side of the crate, we need to determine which side has the smallest dimensions.
The dimensions of the crate are given as 4 feet by 12 feet by 7 feet.
Let's compare the dimensions:
Smallest Dimension: 4 feet
Middle Dimension: 12 feet
Largest Dimension: 7 feet
Since the smallest dimension is 4 feet, the area of the smallest side is determined by multiplying the other two dimensions.
Therefore, the area of the crate's smallest side is 12 feet multiplied by 7 feet, which equals 84 square feet.