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Lists I, II and III contains conics, equation of tangents to the conics and points of contact, respectively. If a tangent to a suitable conic (List I) is fond to be y = x+8 and its point of contact is (8, 16), then which of the following options I sthe only CORRECT combination? |
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Answer» (II) (i) (P) Since the SLOPE of tangent is `+ve`, possible curve will be `y^(2)=4AX`. Hence, equation of tangent is `my=m^(2)x+a` and point of contact is `((a)/(m^(2)),(2a)/(m))`. |
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