Answer :

Main Answer
False. Lines PQ and QP represent the same geometric line, as the order of points doesn't affect a line's identity.

Explanation

Lines PQ and QP are not different lines; they represent the same line in geometry. In geometry, a line has no specific starting or ending point, and it extends infinitely in both directions. Therefore, the order of the points used to define the line does not matter; it is the same line regardless of the order in which the points are named.

In geometry, a line is an abstract concept that extends infinitely in both directions. It has no thickness or endpoints. When we label a line with two points, such as PQ and QP, we are essentially identifying any two points on that line. The order of the points used to label the line does not change the nature of the line itself.

Imagine you have a straight road that stretches infinitely in both directions. You can label two points on that road as Point P and Point Q. Whether you refer to it as road PQ or QP, you are still referring to the same road. The road doesn't change just because you switch the order of the labels. Similarly, in geometry, PQ and QP both refer to the same line, and they are not different lines.

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