Jenna Ortega teaches U-substitution in under 90 seconds

Obama was similar to The Rock

What the fuck just happened

Calm down it's just u' u^a classic power derivative 🤣🤣🤣🤣

This made more sense than my actual calculus class lol

This is the worst it will ever be

Just multiply and divide by 3

I think we're gonna be alright.

Let's take a critical analysis of the displayed equation, let's y = (3x - 1)^(4) using the integration approach a^(n) ≈ (1/(n+1))*a^(n + 1) via substitution, so let u = 3x - 1 || u^(4) || u' = (1/5)*u^(5) || we have to also integrate the integrable variables in u, so 3x - 1 ≈ (3/2)*x^(2) - x and multiply it by the integral of u, giving us ((3/2)*x^(2) - x)*(1/5)*u^(5), it should be noted that we have to replace the original value of u = 3x - 1 into our eqn. to get our final answer ((3/2)*x^(2) - x)*(1/5)*(3x - 1)^(5)

Calculus isn’t very hard (at least 1 2 and 3) but it takes people some time to process these things for the first time

Zena Neutrino knows her calculus!

Is it really Jenna Ortega?

I passed calculus 1 with 92% then didn't even get enough to be allowed to take exams for statistics 💀

calcmaxxing

I got confused 😭 I’m a year 10 (9th grader)

This would've helped me in calculus in uni 😂

Brain nourishment fr

We can expand the bracket using Binomial Theorem .

Wow. I am really dumb.

Nice, but I can't substitute U will anything else

I learned this the hard way but when using u-substitution if the u' expression still has the variable in it it has to divide out somehow or it won't work. EX: u = 3^2 + 1 would require an x on the outside of the parenthesis or x * (3x^2+1)^4 for it to work.

Obama 🤝 Ortega

Yea sorry im to dumb to even understand this 💀

Like what am i even trying to learn bro i barely know algebra

Is this how GenAlpha kids learn math??? 🤣🤣🤣

We’re making it out of calc 2 with this one 🗣️🔥

Obama is NOT that smart.

thanks mr president

Tf did i just watch?

using linear substitution w can directly integrate it by letting x= 3x+1
which implies
integral (3x+1)^4 dx => {(3x+1)^5}/{3*5} + C
=> {(3x+1)^5}/15 +C

step 2. because the real world doesn't allow for perfect functions, how can we derive a governing differential equation so that after numerical analysis, the result resembles this.

Well if this is how gen alpha learns math, so be it

Why?

I would have learned this stuff so much easier if I had AI celebrities teaching it to me.

Damn Obama is good in Calculus?

Cool I still don't get it

don't be a goofy gooner 🤣🤣🤣

Why didn't I have AI during my college time? So daaaaamm good to review it years later

manual integration is such a waste of time. Just use mathmatica or wolfram alpha.

This helped me more than my calculus professor

Wtf this is awesome haha

pascal triangle taking a break here i see

"hey ho look"

I can teach Jenna something too. How to get pleasure.

Wait this actually makes sense?!!???

friendship ended with chain rule*, now *u-sub is my best friend

U rule? Power rule

There's a short trick. You can perform the normal integration like when u do with x. It will become (3x-1)^5/5 and then divide it with the coefficient of x that is 3. And get the answer

WTF did I just watch? 😂

How is this not a lawsuit???

THis is Goldmine 😅😂

this actually really helped