Question

A farmer wants to make a fenced square pen. He has a total of 100 meters of fencing. He wants to determine the possibilities for the area of the pen. Let A represent the area of the pen, in square meters.

Answer 1

Answer:

I put B and A= 25

I got it on another website but I'm not entirely sure.

Answer 2

The square is asymmetrical quadrilateral, which implies it has 4 equal sides and angles. This can also be described as a rectangle having two neighboring sides that are both the same length.

It ensures that the elements are perpendicular, either at right angles to one another.

The length of the square pen is $\sqrt{A}$, and the perimeter should be no more than 100  then the perimeter of a square is 4a the over is $a^2$  So, the equation :

$\to 4\sqrt{A}=100\\\\ \to \sqrt{A}=\frac{100}{4}\\\\\to \sqrt{A}=25$

Therefore, the final answer is "25".

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