Check out these pretty Sine Curves (1 Viewer)

[Sarah]

What's that supposed to mean?

Whatever you want it to mean. :eyebrows:

Did you know that the derivative of sin(2arctan(x)) is 2x/(1+x^2)? :eyebrows:

 

Buy on AliExpress.com

[Rami]

How beautiful is this??

 

[Dinsdale]

I know that too, it's Lancome.

 

[Bjerknes]

Whatever you want it to mean. :eyebrows:

Apparently you've never seen people discussing trigonometry and calculus on an internet forum. Well, welcome to reality, young lady!

And how can you NOT admit that these sine curves are beautiful? They're stunning!

Surely a designer can find at least a little elegance in these things..

 

[Dinsdale]

How beautiful is this??

Wait till you see this.

 

[Bjerknes]

How beautiful is this??

Very pretty. What is the formula for that by the way?

 

[Bjerknes]

Wait till you see this.

arty: :cool2: :thumbs:

 

[Rami]

Did you know that the derivative of sin(2arctan(x)) is 2x/(1+x^2)? :eyebrows:

sin(2 arctan(x))

where is google in highschool

 

[Sarah]

I know that too, it's Lancome.

Yeah back in the 80s...

Apparently you've never seen people discussing trigonometry and calculus on an internet forum. Well, welcome to reality, young lady!

And how can you NOT admit that these sine curves are beautiful? They're stunning!

Surely a designer can find at least a little elegance in these things..

You're right, Andy. I went back and looked at some of these curves and I can see the error of my ways.

 

[Rami]

Apparently you've never seen people discussing trigonometry and calculus on an internet forum. Well, welcome to reality, young lady!

And how can you NOT admit that these sine curves are beautiful? They're stunning!

Surely a designer can find at least a little elegance in these things..

its not her problem that her curve is:

 

[Dinsdale]

Buuurn!

P.S.: Plot this function defined in polar coordinates, and you'll see a pleasant surprise! :

r = 2*sin(2*theta)

w/ theta between 0 and 2pi.

 

[ßöмßäяðîëя]

Not really. You're just saying that because you don't like Penn State or the Big Ten, which is fine.

Nah, you do. You are always cocky and arrogant when you talk about it.

d/dx tan= light skin
d/dx sin = which burke doesn't do a lot
d/ dx cotan = nigels
d/dx cosine = Blandest, Emma and River at the bar

Word.

Did you know that the derivative of sin(2arctan(x)) is 2x/(1+x^2)? :eyebrows:

ARKAN! Not arcan...arcan is gayboy ARKAN IS DEAD!

Wait till you see this.

I just nutted in my pants!

its not her problem that her curve is:

I've seen her curves, they aren't bad.

 

[Rami]

Buuurn!

Only to us geek folk

 

[Rami]

I've seen her curves, they aren't bad.

Share them here

We will discuss its derivative, maybe Andy could lie by them

 

[ßöмßäяðîëя]

Who's "us', says the American Infidel to the Islamic Saudi.

 

[ßöмßäяðîëя]

Share them here

We will discuss its derivative, maybe Andy could lie by them

It's in the picture thread.....you dope brain.

 

[Bjerknes]

Yeah back in the 80s...



You're right, Andy. I went back and looked at some of these curves and I can see the error of my ways.

That wink better not reveal joking nature!

its not her problem that her curve is:

Ohhh, interesting.

Nah, you do. You are always cocky and arrogant when you talk about it.

That's not true about football, nor educational matters as a whole. Again, I am merely stating facts that could be found.

 

[Rami]

It's in the picture thread.....you dope brain.

I ain't gonna go through the gazillion foto threads we have here just to study her curves...

Ill just study Jessica Alba's curves

 

[Bjerknes]

Buuurn!

P.S.: Plot this function defined in polar coordinates, and you'll see a pleasant surprise! :

r = 2*sin(2*theta)

w/ theta between 0 and 2pi.

Any place where I could plot this function online?

 

[ßöмßäяðîëя]

I would like to study the curve indent when my stick of pleasure makes contact with her labia.