Question

Asked May 9, 2019

Step 1

To calculate the largest possible area of the rectangle. If the rectangle is sitting on the **x-axis** and it two upper vertices is lies on the parabola **y=12-x ^{2}**. Now, first calculate the area function and then differentiate the function with respect to

Step 2

The diagram for the provided information in the question is shown below,

Step 3

Now, the width of the rectangle is half the distance between point **P** due to axis of symmetry. Consider the width...

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