Can people in YOUR country solve this problem?

Can people in YOUR country solve this problem?
99% of all Mexicans can't.

Attached: hekkin difficult integral.png (726x143, 13.21K)

no

I think partial functions can help sove this

I ain't doing your prepa homework, Emilio.

It's not part of my homework problem set, but can you figure out how to solve it?
That might work....

thats almost trivial, doesnt even require any kind of trick or technique

Are you sure about that?

Yes, if you’re a first year uni student or late high school student then just integrate by parts

If you’re an advanced uni student use feynmans technique

1/(2x+2)^2
1/(4x +4)

no, i am retarded. never mind.
Partial fraction decomposition should work then

shit it's only been 7 years but I remember nothing about math from hs

and maybe some arctan subs

Let X be a scheme and for any x in sp(X) let T_x denote the dual of the k(x)-vecor space: m_x/m_x^2, where m_x is the maximal ideal of the local ring at x.
If X is a scheme over a field k, show that giving a morphism from k[Y]/Y^2 to X is equivalent to giving a point x of X and an element of T_x

Attached: E26A1D4E-4643-44AE-8E20-D31E2328C915.jpg (828x584, 200.69K)

Integration by parts doesn't work in this one

thats easy, just write down the diagrams and use the snake lemma. it becomes obvious that all relevant diagrams commute

no i dont even know what an integral is

No but good try

Quotient rule

This, but unironically.

Well then do some other technique. Substitute, look for trigonometric identities, feynmans technique.

But i don’t know what level this integral is for, calc 1 and analysis 1 should basically only cover integrals that can be solved with integrating by parts

25% people of my country can do algebra
7% can do basic calculus
3% can do integers
1% multivariable calculus
How? You supposed to be one of the best educations in the world

I got it from a Calc I problems page, so I assumed it wouldn't be necessary to use any techniques beyond standard Calc I techniques.

i still dont know how i got 8 in calc 1