A rectangular hyperbola whose centre is C is cut by any circle of radius in four points P,Q,R and S. Then $C P^{2} + C Q^{2} + C R^{2} + C S^{2} =$

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Solution

The correct option is D
CP = CQ = CR = CS = r

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A rectangular hyperbola whose centre is C is cut by any circle of radius in four points P,Q,R and S. Then CP2+CQ2+CR2+CS2=

The correct option is D CP = CQ = CR = CS = r

A rectangular hyperbola whose centre is C is cut by any circle of radius in four points P,Q,R and S. Then $C P^{2} + C Q^{2} + C R^{2} + C S^{2} =$

The correct option is D
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