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If f(x)= log(1+ax) - log(1-bx)/x, x≠0 and is continuous at x=0 then the line ax + by +c =0 passes through the point.

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If f(x)= log(1+ax) - log(1-bx)/x, x≠0 and is continuous at x=0 then the line ax + by +c =0 passes through the point.

A) (1,-1).   B) (-1,1).   C) (-1,-1).   D) (1,1)
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