A farmer has 100 m of fencing to enclose a rectangular pen. Which quadratic equation gives the area (A) of the pen, given its width (w)? A(w) = w2 – 50w A(w) = w2 – 100w A(w) = 50w – w2 A(w) = 100w

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A farmer has 100 m of fencing to enclose a rectangular pen. Which quadratic equation gives the area (A) of the pen, given its width (w)? A(w) = w2 – 50w A(w) = w2 – 100w A(w) = 50w – w2 A(w) = 100w – w

asked Jun 19, 2021 22.9k views

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A farmer has 100 m of fencing to enclose a rectangular pen. Which quadratic equation gives the area (A) of the pen, given its width (w)?

A(w) = w2 – 50w
A(w) = w2 – 100w
A(w) = 50w – w2
A(w) = 100w – w2

Mathematics
high-school

Vineeth Kanaparthi asked

by Vineeth Kanaparthi

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2 Answers

6 votes

Answer:

A(w) = 50w – w2

Explanation:

Dean Edwards answered Jun 21, 2021

by Dean Edwards

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7 votes

Answer:

A(w)=50w-w2

625m2

length=25 width=25

Explanation:

Hope this helps!!! Have a great day!!! : )

Marcel Haldemann answered Jun 25, 2021

by Marcel Haldemann

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