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A rectangle of perimeter 100 units has the dimensions shown. Its area is given by the function A = w(50 - w). What is the GREATEST area such a rectangle can have?

A rectangle of perimeter 100 units has the dimensions shown. Its area is given by the function A = w(50 - w). What is the GREATEST area such a rectangle can have?
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A rectangle of perimeter 100 units has the dimensions shown. Its area is given by the function A = w(50 - w). What is the GREATEST area such a rectangle can have?

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User Tonisha
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1 Answer

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Using a Graph we can determine the greatest area the rectangle can have using the midpoint between the two w-intercepts.
A rectangle of perimeter 100 units has the dimensions shown. Its area is given by-example-1
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User Utopianheaven
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