If the graph of the function $y=\\ln x$ and $y=ax$ intersect at exactly two points, then a must be:a.) (0, e)b.) $\\left( \\dfrac{1}{e},0 \\right)$ c.) $\\left( 0,\\dfrac{1}{e} \\right)$d.) None of the above
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![Given that the graph of [y=(ax+b)(cx+d)] contains](https://image.slidesharecdn.com/giventhatthegraphofyaxbcxdcontainsthepoints01-230408151145-bea1198c/85/given-that-the-graph-of-yaxbcxd-contains-the-points-01pdf-1-320.jpg?cb=1680968585 "Given that the graph of [y=(ax+b)(cx+d)] contains")