If the normal to the rectangular hyperbola $x y = c^{2}$ at the point $(t_{1})$ meets the curve again at the point $(t_{2})$ , then

t_{1}^{3} t_{2} = 1

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t_{1}^{3} t_{2} = - 1

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t_{1} t_{2}^{3} = - 1

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Solution

The correct option is B $t_{1}^{3} t_{2} = - 1$
If the normal to the rectangular hyperbola $x y = c^{2}$ at the point $(t_{1})$ meets the curve again at the point $(t_{2})$ , then $t_{1}^{3} t_{2} = - 1$

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The correct option is B $t_{1}^{3} t_{2} = - 1$
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