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Show that if (x/y)^1/2 + (y/x)^1/2 = 10, then dy/dx = y/x

Show that if (x/y)^1/2 + (y/x)^1/2 = 10, then dy/dx = y/x

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If (x/y)^(1/2) + (y/x)^(1/2) = 10, Prove that dy/dx = y/x

Consider (x/y)^(1/2) + (y/x)^(1/2) = 10

Let x/y = u then y/x = 1/u

So, ...

Solution Summary

The identity has been proved.

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