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A student draws two lines. He states that since they do not cross on his sheet of paper, they must be parallel. Why might his conclusion be incorrect?

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Question

A student draws two lines. He states that since they do not cross on his sheet of paper, they must be parallel. Why might his conclusion be incorrect?

Options

  • The lines might be perpendicular.

  • The lines could intersect at a point beyond the edge of the paper.

  • Parallel lines must always cross eventually.

  • The lines are actually the same line.

MCQ
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Solution

The lines could intersect at a point beyond the edge of the paper.

Explanation:

Lines extend infinitely. Not intersecting on a finite piece of paper does not mean they won't intersect somewhere.

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