A rancher with 420420 meters of fence intends to enclose a rectangular region along a river (which serves as a natural boundary
requiring no fence). find the maximum area that can be enclosed.
1 answer:
Perimeter of Rectangle: 2W + 2L
One L is the river so we have 3 sides
420m/3 = 140m
Area of Rectangle is WL
140×140= 19,600 Sq meters
I'm assuming you may have another mathematical system the teacher wants you to use. Yet, I get Area is 19,600 Sq meters
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