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Girls, do you want to see my mock?

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Reply 20
You didn't dissapoint.

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I don't think the mock is long enough. Sorry
(edited 7 years ago)
Original post by ServantOfMorgoth
Hopefully there's some big Taylor series expansions :mmm:


Taylor series are handy af. Just tedious. The problem I find with any series expansion questions is keeping your calm. So easy to lose a minus sign and mess up the whole thing.
Reply 23
Original post by Serine Soul
I don't think the mock is long enough. Sorry


Mocks are never long enough. I could do a STEP one but that might be painful for some people.

Do you like doing multiple mocks at once?
Original post by EricPiphany
I plan to do a mock this weekend, maybe FP2. If any girls are interested in seeing it, I can upload some pictures of it on Sunday.
I'll get my friend to give me a hard one.


Since no-one has said this yet, i read the title as

"Girls, do you want to see my cock"
Original post by Steelmeat
Since no-one has said this yet, i read the title as

"Girls, do you want to see my cock"


Such a dirty mind you have.
Remember, this is a forum for students, behave yourself.
Original post by EricPiphany
Such a dirty mind you have.
Remember, this is a forum for students, behave yourself.


There's always one :angelwings:
Original post by Mathemagicien
Try integrate my natural log :sexface:


Try integrate my one: Natural log to the nth power. There's a handy reduction formula for that one I believe.
Eric you are 2{cos(C)/[1 - sin(C)] - tan(C)} for your shirt
Original post by the bear
Eric you are 2{cos(C)/[1 - sin(C)] - tan(C)} for your shirt


Let t=tan(Q/2)t=\tan(Q/2).
I say 2t1t2\dfrac{2t}{1-t^2}.

Hopefully that even works.
Original post by Mathemagicien
I can't integrate your natural log because it doesn't oscillate enough to use fourier transform on.

I don't derive much satisfaction from other methods of integration. Fourier is a bit of a fetish of mine.


I remember reading somewhere that Fourier liked it very hot.
Original post by EricPiphany
Mocks are never long enough. I could do a STEP one but that might be painful for some people.

Do you like doing multiple mocks at once?


I think some people like it rough and tough :yes:

Sometimes, it can get a bit exhausting but it's so satisfying when I've finished them all.
Original post by EricPiphany
Let t=tan(Q/2)t=\tan(Q/2).
I say 2t1t2\dfrac{2t}{1-t^2}.

Hopefully that even works.


:h:

exexex+ex \frac{e^x-e^{-x}}{e^x + e^{-x}}
Original post by Mathemagicien
Fourier liked curves


curves1.png
Original post by Et Tu, Brute?
Taylor series are handy af. Just tedious. The problem I find with any series expansion questions is keeping your calm. So easy to lose a minus sign and mess up the whole thing.



You just have to write down everything organised so you don't confuse yourself because Taylor series and the others are easy.
Original post by ServantOfMorgoth
Messy.


Hey, shut up. I tied to get it all smooth and everything. Nice knowing you.

Spoiler

Original post by EricPiphany
Hey, shut up. I tied to get it all smooth and everything. Nice knowing you.

Spoiler



Messy in one place, means messy in all places :mmm:

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