trigonometry. .
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trigonometry

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Submitted: 10/16/2013
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#11 - jesusmcbatmanjones (10/16/2013) [+] (8 replies)
"Asymptotes can never meet"   
   
This 						*****					 never took calculus
"Asymptotes can never meet"

This ***** never took calculus
#14 to #11 - jesterif (10/16/2013) [-]
You, on the other hand, never understood calculus.
#8 - somenerd (10/16/2013) [+] (1 reply)
Comment Picture
#3 - arreatface (10/16/2013) [+] (3 replies)
so deep
so deep
#42 - snowtigerhl (10/16/2013) [+] (10 replies)
Parallel Lines can meet when you actually apply them in 3D dimensions. The best example I have would be the longitude lines on Earth. They're exact distances apart and parallel, but they do touch at the North and South pole
User avatar #45 to #42 - mylazy (10/16/2013) [-]
I don't think those count as parallel.
#16 - parman (10/16/2013) [-]
Yayyyyyy happy ending.
#59 - dontknowmeatall (10/17/2013) [-]
I come here to escape from school and what's the first thing I find?
I come here to escape from school and what's the first thing I find?
#34 - wliia (10/16/2013) [+] (3 replies)
Well, technically a tangent like can cross at multiple points. For example in the graph to the right the tangent line passes through the graph twice. A tangent line is not a line that crosses a function once. A better way of explaining it would be to imagine the tangent line crossing the curve at point P would be to define point Q as any other point on the curve. The secant line joining point P and point Q would become the tangent line when Q is brought to and is point P.    
   
So a tangent line could possible cross a line an infinite number of times (An easy example would be either tangent line with slope = 0 on either the sin or the cos functions.)
Well, technically a tangent like can cross at multiple points. For example in the graph to the right the tangent line passes through the graph twice. A tangent line is not a line that crosses a function once. A better way of explaining it would be to imagine the tangent line crossing the curve at point P would be to define point Q as any other point on the curve. The secant line joining point P and point Q would become the tangent line when Q is brought to and is point P.

So a tangent line could possible cross a line an infinite number of times (An easy example would be either tangent line with slope = 0 on either the sin or the cos functions.)
User avatar #5 - drgfresh (10/16/2013) [+] (10 replies)
parallel lines meet in infinity...
User avatar #44 - tywin (10/16/2013) [-]
It's not funny, so it must be junk.
User avatar #37 - DrTrag (10/16/2013) [-]
This isn't trigonometry.
User avatar #20 - personz (10/16/2013) [+] (3 replies)
Actually, asymptotes can be together, sinx/x has an asymptote at y=0, yet crosses the x-axis multiple times. Also, look up oscillating functions.

Calculus, bitches.
#65 - erpetrich (10/17/2013) [-]
Comment Picture
#58 - thatnathandrake ONLINE (10/17/2013) [-]
fock u moth
User avatar #47 - yetiyitties (10/16/2013) [-]
I read this like that kid on the weelchair from Malcolm in The Middle.
User avatar #41 - evilruck (10/16/2013) [-]
exams that you'll never pass
#40 - sloot (10/16/2013) [-]
Cosine... a roller coaster of emotion that can never stop no matter how hard it tries
#35 - mrmamric (10/16/2013) [-]
What the **** , guys. Why am I back in math class?
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