Numerical Integration - Gaussian Quadrature

[@omarmagdi2732]

u cant imagine how much this is benefiting me rn, I'm currently in my numerical methods course exam nights,,,, my dr, lecture notes, assignment sheets are trash,,, and watching this video is like finding gold

[@arnavbhavsar2713]

U should not stop making these videos helps me so much

[@sunsaani]

Very clear and to the point. Thanks for doing such a great job!

[@beoptimistic5853]

kzbin.info/www/bejne/joGmmHqKbqefqLM 💐

[@wehavebiscuits]

I understood more from this video than the other youtube video on the same subject. Thanks

[@charlesperry7300]

Agree

[@aaj1415]

Very clear and direct video.. Thank you so much!

[@iyasss2146]

Thanks a lot, it help me to understanding gauss quadratic more than my teacher.

[@dr.p.s140]

Thanks for your nice course delivery..

[@code5913]

My textbook mentions that we can get the weights through the Lagrange function. Could you possibly explain how that's possible? For example, if n=0, the weight is a0=2. When n =1, a0 = a1 = 1. Everything is on the same interval, [-1,1].

[@sirwilliamhenry]

Thanks for the excellent explanation! Kudos to u!

[@arnavbhavsar2713]

I understood it very well, great explanation

[@AJ-et3vf]

Awesome video! Thank you!

[@muhammadtaimourafzal5285]

You are legend sir !!!!

[@kiainfinity]

heeriye heeriye ahhh ahhh

[@dhruv3337]

Sir can you tell advantages, disadvantages and applications of Gaussian quadrature

[@Mordecaialivanoshea]

I'm not the uploader, but it guarantees a higher degree of accuracy for less. The Degree of precision is 2n-1, so in the example in the video it's 2(2)-1 or 3 (since we were going up to t^2). So it's guaranteed to be accurate for up to the 3rd series in a taylor polynomial expansion.

[@Arhatu]

How can apply it to Gamma function?

[@agabatomcarlos9098]

Thanks very much Sir. Could you help me with the error bounds formula derivation for gaussian quadrature. Thanks.

[@الأستاذأحمدالرماحي-ع3ع]

Hello Can this method be applied to solve the Friedholm integral equation?

[@zaibnisa7368]

Thanks you so much sir

[@rachibeliegise2947]

12:50

[@rittwikchatterjee5347]

Thanks a lot!

[@tariqrasool1849]

I did not get 14:42

[@viralcat-w4x]

replace t by 1/sqrt(3)

[@edwardyudolevich3352]

U wrote simpson’s rule incorrectly