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A given plane and a given line don't necessarily have to intersect at all.

If the line is parallel to the plane, then they never do.

The line can also be in the plane, and then every point on the line is also

a point in the plane.

The most likely case, though, is that the line is not parallel to the plane and

not in it. In that case, their intersection is a single point.

So I guess the best answer from the allowed choices is 'sometimes'.

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Q: A plane and a line sometimes never or always intersect in a single point?
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