What is the required volume of water to completely fill up a swimming pool that has dimensions height=6 feet, length=5 feet, and breadth=4 feet?
To find the required volume of water to completely fill up the swimming pool, you need to calculate the volume of the pool.
The volume of a rectangular prism (which the swimming pool resembles) can be calculated by multiplying the length, width, and height.
In this case, the height of the swimming pool is 6 feet, the length is 5 feet, and the breadth (or width) is 4 feet.
To calculate the volume, you simply multiply these three dimensions together:
Volume = length × breadth × height
Therefore, the volume of the swimming pool is:
Volume = 5 feet × 4 feet × 6 feet
Now, let's calculate the value:
Volume = 20 feet² × 6 feet
Volume = 120 cubic feet
So, the required volume of water to completely fill up the swimming pool is 120 cubic feet.
To calculate the required volume of water to completely fill up a swimming pool, you need to multiply the dimensions of the pool: length, width, and height.
Given:
Height = 6 feet
Length = 5 feet
Breadth/Width = 4 feet
To find the volume of the pool, use the formula:
Volume = Length x Width x Height
Substitute the given values:
Volume = 5 feet x 4 feet x 6 feet
Multiply the values:
Volume = 20 feet² x 6 feet
Volume = 120 cubic feet
Therefore, the required volume of water to completely fill up the swimming pool is 120 cubic feet.