Answer :
Answer:
The length of the runway = 12090 feet
Step-by-step explanation:
The formula involving the area of a rectangle is
[tex]A=wl[/tex]
here
- 'w' is the width
- 'l' is the length
Given
Area A = 1,934,400 square feet
Width w = 160 w
Length l = ?
Using the formula
[tex]A=wl[/tex]
substituting the values
1,934,400 = 160 × l
l = 1,934,400 / 160
l = 12090 feet
Therefore, the length of the runway = 12090 feet
To find the length of the runway, use the area formula (Area = Length imes Width) and rearrange it to solve for the Length (Length = Area \/ Width). With an area of 1,934,400 square feet and a width of 160 feet, the runway length is 12,090 feet.
You are tasked with finding the length of the runway given that the shape of the runway is a rectangle with an area of 1,934,400 square feet and a width of 160 feet. To find the length, you need to use the formula for the area of a rectangle, which is:
Area = Length x Width
We can rearrange this formula to solve for the length:
Length = Area \/ Width
Using the given area of 1,934,400 square feet and the width of 160 feet, the calculation for the length will be:
Length = 1,934,400 \/ 160 = 12,090 feet
Therefore, the length of the runway is 12,090 feet.
