Відео

Thanks 👍

The rule is so weird and confusing yet he explained it in the most easiest and understandable way. Thank you, sir!

Thanks

Thankssss😊

Thank you SOOOOO MUCHHHHHHHH!!!!!!!!!!!!

but when you integrate the fractional derivative of X, you get the wrong result. So you need fractional integrals as well

amazing video thank you

Out of all the videos, this one helped me the most. Thanks!! I hope you come back to UA-cam and continue uploading.

This is such a clear and well explained video, thank you so much!

thanks james

Please start making more videos. They are really well done and you passion for the subject is evident!

you are amazing,idk how that video doesnt have too many like but id like to tell you that you are helping lots of students ,keep the amazing work

Good job thank you very much

I appreciate you using the u1 and u2 equations for variation of parameters instead of deriving and doing systems of equations. I have been looking for this. Also nice to combine two different topics to speed up my studies for finals. Good video!

Where are you going it's been two years since u are not uploading sirr😢😢.Please do ur live vlog as a teacher since I want to be a lecture when I grownup.

May god bless you.

❤

It was -8 and +3, but you changed it when putting it in the equation. Why? Is it allowed because you want to cancel out?

i fucks with this heavy

So what does the value of e have to do with e^-infinity^2

7:40 is there a typo ?

Your channel is just right in time before my calculus class. Thank you so much!

Good sir I will kiss you on the lips, thank you for your service

4:15 wow this is exactly what i needed to hear lol

goat

Best explanation on UA-cam sir.

this is the best video i have seen about the gamma function thank you so much! they always skip the integrals :( i always see this is my math book and i always got scaried but now i see that's not that complicated at all

Very nice problem and very clear presentation!

You are very good teacher ... Handsome too .

can you explain how did you get the 8 and -3?

THANKK YOU, Finally a professor that thoroughly explains the topic and doesnt skips steps and lays it out neatly 💪

you are good, thanks Black shirt professor. A professor with the cool name

Is it also the answer be y’ = 3(1 + tan(sin x))^3 times sec x squared times sin x times cos x? I mean if it’s okay to include the sec x squared not just sec (sin x)

Beauty video - thanks for helping me understand

THANK YOU! This really helped me for some of my derivative questions regarding product, quotient and chain rule, especially where you had to factor at the end!

Very good and clear explanation, thanks a lot.

Hi sirr , I m just found your youtube channel and your explanation really clear tho with the math working really make me easier to understand❤️

Lifesaver

28:39 The Gaussian integral definitely evaluates to \sqrt{\pi}, however you have half the Gaussian integral since the limits are from 0 to infinity. The answer you wrote down is still correct though due to the 2 out front. Just a minor thing. Great presentation overall!

I am in awe at your ability to create a video explaining layered, complex subjects, all without any editing (save for the simple cut to write out the problem) AND while keeping it extremely digestible. Stellar work - even if you happen to use a script or a teleprompter to help, it's still a rare and hard-earned skill. Major props!

It is really interesting that π appears at so much unexpected places. 😃

wow can u make a lot of simplified step by step tutorial for calcuus, this is somehow way more clearer Thanks a lot!

hello! i've recently encountered a problem with both important mclaurin series in one equation, how can i decide which one to use?

Very helpful video, thank you

THANK YOU

THanks very much!! Really helpful!

thank you for this ,what about the ODE of 2rd order do not contain x or y explicitly?

Thnkuu so much sir it's help me alotttt from india thnku so much

Thank you sir

when khan academy, NancyPi and the chemsitry tutor couldnt save me, blacktshirt came for the rescue