Techniques and Applications Of Differentiation Q3

Techniques and Applications Of Differentiation Q3

The point \({P\left( x,y \right)}\) lies on a circle with centre at \({\left( 1,0 \right)}\) and radius \({1}\).

Find, in exact surd form, the greatest value of \({x+y}\), for all the possible positions of the points \({P}\).

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Answer:\(1 + \sqrt{2}\)

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