legendary voice
voice from loony toons ryt
"Great minds discuss ideas, average minds discuss events, small minds discuss people" Eleanor Roosevelt
thk uwhere is the complementry error function
tf am i listening to super mario explaining calculus at 2 am
That's Luigi you racist
very nice video and voice
Very good video. Congrats, Professor!
Better video than those of plagiat blackpenredpen and fake dr peyman
OMG, needless to develop the formula which is on other book, but need to explain why and where this is useful for .
Can u please tell how to find error function of d/dx {er(alpha X)}?
llllEEETTTss look at ERRRORRRR function
where's complete lecture?
Funny voice hahaha, but very good video. Thank you very much :)
How to calculate erfc of 0.0002…?
Madham please complete that video
Your a fucking legend man. love the voice lol but you real smart man keep it up
Is that mario!?
Voice of Deepak kalaal
at 2:01, integral 1 is not x.. it should have been z
NAEEM LATHEEF 15BMD0068 He fixes it at 2:57
Correct kr diya tha
Sorry I don't understand why integral of e^(-x^2)dx is sqrt(pi) / 2, i thought it supposed to be erf(x) * sqrt(pi) / 2
integral of e^(-x^2)dx in the limits of -infinity to infinity is sqrt(pi), and in the limits of zero to infinity is sqrt(pi)/2. This is the Gaussian function, you can plot the graph and compute the area under it
legendary voice
voice from loony toons ryt
"Great minds discuss ideas, average minds discuss events, small minds discuss people" Eleanor Roosevelt
thk u
where is the complementry error function
tf am i listening to super mario explaining calculus at 2 am
That's Luigi you racist
very nice video and voice
Very good video. Congrats, Professor!
Better video than those of plagiat blackpenredpen and fake dr peyman
OMG, needless to develop the formula which is on other book, but need to explain why and where this is useful for .
Can u please tell how to find error function of d/dx {er(alpha X)}?
llllEEETTTss look at ERRRORRRR function
where's complete lecture?
"Great minds discuss ideas, average minds discuss events, small minds discuss people" Eleanor Roosevelt
Funny voice hahaha, but very good video. Thank you very much :)
"Great minds discuss ideas, average minds discuss events, small minds discuss people" Eleanor Roosevelt
How to calculate erfc of 0.0002…?
Madham please complete that video
Your a fucking legend man. love the voice lol but you real smart man keep it up
Is that mario!?
Voice of Deepak kalaal
at 2:01, integral 1 is not x.. it should have been z
NAEEM LATHEEF 15BMD0068 He fixes it at 2:57
Correct kr diya tha
Sorry I don't understand why integral of e^(-x^2)dx is sqrt(pi) / 2, i thought it supposed to be erf(x) * sqrt(pi) / 2
integral of e^(-x^2)dx in the limits of -infinity to infinity is sqrt(pi), and in the limits of zero to infinity is sqrt(pi)/2. This is the Gaussian function, you can plot the graph and compute the area under it