Question: We know that a line tangent to a circle only intersects the circle at one point. Is that true for a line tangent to the

We know that a line tangent to a circle only intersects the circle at one point.

Is that true for a line tangent to the graph of a function? Is it possible for a line tangent to the graph of a function to intersect that graph more than once? If so, draw a picture of such a graph and tangent line and post it as part of your reply, and explain what "tangent" means. If not possible, explain why not.

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