This problem if you prefer you can do with calculus. A man wants to create a rectangular vegetable garden in his yard.

He has 67 feet fencing material. He wants to make the biggest area for his garden, so he will use one side of the fence of his yard to save some material.

How should he select the measurements of his vegetable garden to create the maximal area. To answer this problem

a.Write down tine function which gives the area of his vegetable garden in terms of one side. Remember it has only 3 sides. the fourth is the existing fence of his yard.

b.Display tins function with MATLAB. Write down what is the domain of your function, and make a sketch.

c.Create with MATLAB the derivative (difquo) of your function Explain how you use the derivative to solve the problem. Stow as much of your work as you can.

d.Answer with one sentence what is your solution

e.What is your conclusion.