Parallel, intersecting, skew and perpendicular lines
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Determine if two sets of points represent parallel or perpendicular lines
In this problem, we are given two sets of points. Our mission is to use the slope formula to determine if the two lines are parallel, perpendicular, or neither.
The Expert (Short Comedy Sketch)
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I usually find anything funny. Even horrific stories, I can joke about. However, I also feel the same pain, anger, etc., as expressed by a lot of people, each time I come across this video!!! (even though it is clever and funny technically, we can't deny that, but it is sure more than only that, humor is a powerful way to pass a message and for some reason we can feel the pain here, a kind of social unfair pain).Maybe it is the mass of people finding it funny and living in denial that is scaring me here!People not understanding, I guess my high patience/tolerance can deal with it. However, people not understanding and then getting mad at the others like they were right, I have an hard time accepting that behavior... and getting voluntary less tolerant of this. ;-)Sometime you wonder if those people fake it, know it and play the game, or if they believe they are right and get mad because of it. I sure hope they fake it even if that behavior would show a lot of intentional meanness. Sad things is that a lot of them are probably not faking it AND act like an ass because of their own incompetency. Then the nice ones stress out, and find a way to get to a solution... even though it take them 20x the time and that their hair become gray. Worst, they might even deliver a subpar products with that much more effort AND very well be conscious of it. They survive, then boom 'till the next one... :'(I sometime name this "Everyone is right." (in their head...) and then, there is the truth.So I guess the best experts. To survive and aiming to be a good person, they also become experts at philosophy/wisdom/patience/tolerance/etc., that or they become a serial killer. :-/... or their brain burnz, then they take another role in the organizational chart. ;-)KThnxBye.
this is so funny how many people try to solve the original task, hilarious.
like you can demonstrate with it, that the situation the sketch parodies,
can be solved the same obvious way. Frustrating how true this sketch is :(
+Sergey Cheparev , well, I'd say that solution came closest to actually finding a creative way of looking at the problem and attempting to solve quite a few of the requirements without going into abstract theory, but rather finding something tangible.
+Lauris Beinerts i'm not even sure you can apply the term 'perpendicularity' to the non-straight lines. You could of course generalize it, and say that the gradient vectors in the intersection point should be orthogonal, but what about the lines not having limited gradients in the point of interception? sorry for too much tech :DDD I adore people trying to show how creative they are, while solving this kind of absurd task. Pure bikeshedding https://en.wiktionary.org/wiki/bikeshedding
I didn't get the point:) They didn't say STRAIGHT lines so they may be
curved and INDEED may be perpendicular at some moment. Moreover, you may
suggest them they do not want lines but stripes, so draw stripe which may
be green and red in the same time :)) and be perpendicular, be in form of a
kitty and so on. Be flexible!
BTW I'm an expert too :)
+tmpttt1 People use allusions to simplify the point down to absurd, so everybody can understand it. While trying to solve the simplified version of the problem, you don't solve the real problem
Determine if two lines are parallel perpendicular or neither