Ya its Geometry!

Calculus Level 4

A wire of length 36m is to be cut into two pieces.One of the pieces is to be made into a square and the other into a circle.What should be the lengths of two pieces,so that the combined area of square and the circle is minimum?

Details:

Let the length of part made into square is$$\frac{a}{\pi+b}$$and that of circle be$$\frac{c\pi}{\pi+b}$$.

Then find $$a+b+c$$.

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