Integrals Tier List

Integration techniques tier list mostly from Calculus one and two.

[Kcl-Integrator]

For all you 🤓🤓. These techniques are from calc two and below so I don't wanna hear some very specific thing you learned for a week in complex analysis.

[itsme]

The ultimate integration technique: Guessing

[kendash]

Love how we all agree that u substitution is the goat of integrals

[ceruxii]

Lebesgue integral > everything else

[Nzargnalphabet]

I added every trig identity I could find and wrote them down in my notes, EVEN THE TRIPLE ANGLE STUFF and therefore I am immune to trig integrals

[willclegg]

bro just got back from 6hours of calc and stats at uni and this video made my day

[arkk]

Ultimate technique: diffrentiate the options

[安妮Bei]

This unironically gave me a much needed review on when to use each of the rules XD.

[totallynotpaul]

L'Hôspital's rule is goated.

[coastercookieYT]

I love these videos so much as a math nerd these are amazing.

Some ranking ideas:

Trig identies
Log properties
12 trig functions
Math courses

[duxm]

You didn't include hyperbolic functions in your function video and that disgusts me

[rexcabingan]

In stat, we have a very niche integration technique where if the integrand factorable into some constant and a probability density function, and the domain of integration is the support of the pdf, the integral evaluates to 1 and hence the value of the whole integral is the constant.

[Glexzy]

i know iam cooked when this videos appears on recommendations

[AJ-ermy]

One of these w/ multivariable calculus stuff would be dope‼️‼️‼️

[Ryan-exut]

“Do not forget to substitute for dx” was personal

[尻槍文]

I should’ve watch this before my calculus exam

[jacobstarr]

Trig sub: most fun
Int by parts: easy to set up with DI method
u-sub; pretty goated and is pretty easy to understand
Power rule: simple, however limited to simple polynomials.
Partial fractions: the worst of all. Although it’s not hard a simple problem will take a long time because the fractions take a while to set up. But once it’s set up, it’s pretty easy to integrate.
Improper integrals: also not that bad, just make sure you are good at taking limits.

[noahali-origamiandmore]

Feynman's Trick: S+ Tier
It is so overpowered.

[sgf]

Never thought I would find myself here. Good vid btw

[marcocariddi]

i remember use residue theorem to solve improper integral that cannot be solve in real domain and feel like a pro, nowdays im practically graduated in electrical engineer and i never use it after xd