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There is only one line that can be parallel to a given line. T/F
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I believe it is false.
why do you think false?
Since I thought that if lines are next to each other (parallel), no matter how many there are they are all parallel.
That's one way to think of it. Another is to list a specific counter-example to prove the claim to be false So let's say we have the line y = x The line y = x+1 is parallel to that, but so is y = x+2, y = x+3, etc etc All of these lines have a slope of 1 which is why they are parallel
Ahh I see. Thank you very much for giving me an explanation!
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you're welcome
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