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The equation of one of the straight lines which passes through the point $(1, 3)$ and makes an angle $\tan^{-1}(\sqrt{2})$ with the straight line, $y + 1 = 3\sqrt{2}x$ is:
(1) $4\sqrt{2}x + 5y - (15 + 4\sqrt{2}) = 0$
(2) $5\sqrt{2}x + 4y - (15 + 4\sqrt{2}) = 0$
(3) $4\sqrt{2}x + 5y - 4\sqrt{2} = 0$
(4) $4\sqrt{2}x - 5y - (5 + 4\sqrt{2}) = 0$
BETA
