Two parallel lines meet at ?
Parallel lines never meet. (:
really ?
Yes, parallel lines, as shown in this figure, they do not intersect. |dw:1406269031047:dw|
mathematical proof assume lines y1 and y2 are parallel therefore they have the same slope y1 = mx + b y2 = mx + c we try to find a point of intersection: y1 = y2 mx + b = mx + c the solution here is always extraneous, if b is not equal to c then there is no solution
@bloopman i didn't get that :) it is true @Whitemonsterbunny17
in Euclidean space 2 parallel lines never meet... but if you're in Non Euclidean space... who cares...
what is i person is named parallel and another person is names lines... they could meet at a party....
oops what if
By definition "parallell lines" means lines that don't meet in any kind of geometry, right ? (leave projections)
that doesn't make sense, they'd both have to be named "parallel line"
i heard that they meet at infinity ? hows that possible :P
well it might be 1018 Infinity Steet Euclid...
well its Mr Parallel and Ms Lines... they can meet at a party.... Opening comment..." I hope you're going to be straight with me"...
....in Justin Bieber's borthole.
"For example, you can take the usual points of the plane and attach to them an additional point called "infinity" and consider all lines to also include this additional point. In this context, there is a single "infinity" location where all lines meet. In a geometry like this, all lines intersect at infinity, in addition to any finite point where they might happen to meet."
well Mr Parallel met Mr Lines...
Seems like they just made that up, I don't think they ever meet in geometry.
why, they could meet in Geometry 101
Parallel lines never meet
False.
wow... give them a chance at a relationship
What? How is that false?
Do the math.
|dw:1406269869908:dw|
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