Комментарии:
Thank you.
Ответитьterrific video bro!!!
ОтветитьThank you
ОтветитьIsn't 1/(x-1) considered continuous by definition because 0 is not in it's domain?
ОтветитьThank u sir
ОтветитьAbsolutely 💯 fantastic
ОтветитьI'm trying to learn this while overseas and this video saved my life.
Ответитьsuper easy to understand. You are a lifesaver!
Ответитьlike for the accent
ОтветитьThanks
ОтветитьWhat about an "endpoint" or "fundamental" discontinuity? Like sqrt(x) exists at x=0, but it is not continuous there.
ОтветитьWow wow wow
ОтветитьIn the 1/x-1 the quartiles are changing
ОтветитьWe indians are nearly everywhere when it comes to videos like this
ОтветитьSir....Which type of discontinuity is removable nd which is not???plz answer....🤔💫
ОтветитьAmazing really!
ОтветитьHow to get the function from real life data? is there a software anyone can suggest?
ОтветитьI was struggling to understand the types of discontinuities for not just hours, but days. It is only when I came to this video that I could clearly understand the types of discontinuities within few minuits.
Regards from Siliguri, India🙏
Fantastic❤
I Got it😘
My exam
boom! Boom! Boom! Boom!
It’s like...cute explaination 😊
ОтветитьI am from india , but sir your english pronounciation is too good that i have also understand it exactly which u want.... Thankyou so much sir
ОтветитьProbably the best video on this small topic there is on the web.
Absolutely fantastic.
Thank You ❤️❤️🔥🔥
ОтветитьReally, the best explanation in short time .🙇🙇🙇 " Teach... me such more "
ОтветитьI would be very happy to see a broad discussions on discontinuity, sir
ОтветитьGreat session sir.
Ответитьthanks
ОтветитьGreat video
ОтветитьShort video but great explanation, nice video sir 👏👍
ОтветитьCan you explain oscillating dis continuity by using this expression sin(1/x)
Ответитьthank you! pretty helpful
Ответить