A rancher intends to fence off a rectangular region along a river (which serves as a natural boundary requiring no fence). If the enclosed area is to be 1800 square yards, what is the least amount of fence needed? Compute the value of $\lambda$ . What does $\lambda$ represent?

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The Answer of A rancher intends to fence off a rectangular region along a river (which serves as a natural boundary requiring no fence). If the enclosed area is to be 1800 square yards, what is the least amount of fence needed? Compute the value of $\lambda$ . What does $\lambda$ represent?

A Rancher Intends to Fence Off a Rectangular Region Along λ\lambdaλ

A Rancher Intends to Fence Off a Rectangular Region Along $\lambda$