You want to enclose a square pen measuring 324 yards. You have 200 feet of fencing to use.
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The answer is no.
The first goal is to find out what the length and width is. You take the square root of of 324 yrds^2= 18 yards.
Thus the L=18 yards and the W=18 yards
You use the perimeter formula, since fences fit the outside of the pen.
We find that the perimeter is 72 yards.
Convert yards to ft.
1 Yard=3 feet.
Thus it is necessary to have 216 ft of fencing to complete the project.
We only had 200 ft of fencing, which is not enough since 216 is bigger than 200. We are 16 ft shy.
I have shown all the math in the picture below
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