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If the tangent to the curve y= (x)/(x^(2...

If the tangent to the curve `y= (x)/(x^(2) - 3), x in r ( xne pm sqrt3)`, at a point `(alpha, beta ) ne (0, 0) ` on it is parallel to the line `2x + 6y -11 =0`, then (A) `|6alpha + 2beta|=19` (B) `|6alpha + 2 beta|=9` (C) `|2 alpha + 6 beta |= 19` (D) `| 2 alpha + 6 beta| = 11`

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If the tangent to the curve y= (x)/(x^(2) - 3), x in r ( xne pm sqrt3) , at a point (alpha, beta ) ne (0, 0) on it is parallel to the line 2x + 6y -11 =0 , then (a) |6α + 2β| = 9 (b) |2α + 6β| = 11 (c) |2α + 6β| = 19 (d) |6α + 2β| = 19

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