Answer:
The maximum length is 170 feet and maximum width is 340 feet.
Step-by-step explanation:
Let the length of the parking = x feet and width = y feet.
Since, the fencing is to be applied on three sides of the lot.
So,we get,
i.e.
Since, the area of the rectangular lot = Length × Width
So, area of the lot =
i.e. area of the lot =
i.e. area of the lot =
Now, we know the maximum value of 'x' in is .
So, the maximum length of the lot is x= = = 170 feet.
Then, i,plies implies i.e. y= 340 feet.
So, the maximum length is 170 feet and maximum width is 340 feet.