Priyanka-Shahid Break Up

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569820

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Posted: 14 years ago

#31

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Posted: 14 years ago

#32

Originally posted by: _VERSACE_
lol...by the time they say "let's break up", they'd have already made up and by the time they say "let's make up," they'd have already broken up and again, by the time they say "let's break up," they'd have already made up....and on and on ad infinitum...😆

cosine graph, anyone?

I'm hoping I get to see a graph where the limit doesn't exist when it comes to them two😆😆

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569820

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Posted: 14 years ago

#33

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Posted: 14 years ago

#34

^^it can also be a sine graph....just with a slight phase shift to the right.....in this case, the phase shift refers to the shift in power from one person to the other in the relationship....in short...who calls it quits THIS time...previously it was shahid, now its PC....phase shift! 😆

Edited by smartie_pants - 14 years ago

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569820

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Posted: 14 years ago

#35

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Posted: 14 years ago

#36

Oh right...the limit does exist there

I was thinking more of a tan graph where at certain intervals, ends of the graph don't meet, but sin and cos also fit the bill as well

I wonder if the mods would love see this😆

Edited by koolchick - 14 years ago

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Posted: 14 years ago

#37

yeh who said u need to get off IF to study...its all right here..

mathematical interpretations of relationships...

PC-Shahid relationship => depending on the phase shift, y = cos(x) or y = sin (x)...we can further modify these equations to suit their relationshop status. the seriousness of the break up can increase or decrease the amplitude of the model...and the number of times it happens could mean an increase or decrease in the frequency of the wave form.

gawwd im a geek..😆

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Posted: 14 years ago

#38

Let's find the derivatives and the integrals while we're at it.....oh wait, PC and Shahid have already been busy doing the "integrating"😆

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#39

Originally posted by: koolchick
Let's find the derivatives and the integrals while we're at it.....oh wait, PC and Shahid have already been busy doing the "integrating"😆

but they havent derived anything yet...😉

ok..i'll shut up! 😆 sorry mods..

well we can find a series expansion to when and why these two will break up...observing the existing patterns, i suggest a McLaurein series expansion..to find out if their relationship sequence converges or diverges..converges = staying together, diverges = split

Edited by smartie_pants - 14 years ago