Finding the Solution to ∫dx/sen(x): A French Forum Experience

[Fips]

So I was solving a problem and I had to find the solution for ∫dx/sen(x) and I found this, but because the forum is in french I wasn't able to understand the solution :P (especially the last two steps)

Thanks!

 

[S.G. Janssens]

Here is the translation from French to English:

$\sin = \sin$
$\cos = \cos$
$\tan = \tan$

 

[OmCheeto]

Here is the translation from French to English:

$\sin = \sin$
$\cos = \cos$
$\tan = \tan$

I do hereby nominate you for "funniest post of the year".

 

[Fips]

utterly helpful

 

[berkeman]

So I was solving a problem and I had to find the solution for ∫dx/sen(x) and I found this, but because the forum is in french I wasn't able to understand the solution :P (especially the last two steps)

Thanks!

utterly helpful

Part of the problem is that this looks like a schoolwork problem, so you have misposted it in the technical math forums. It belongs in the Homework Help forums, and you should fill out the HH Template when you re-post it there. That includes showing your work on trying to figure it out.

Thread is locked. Please re-post in the Homework Help, Calculus & Beyond forum, and show your attempts when you fill out the HH Template there.