Fixed Point Iteration Method - KTU (2015 Syllabus) - MA202 - Module 5

Numerical Techniques to solve equations of the form f(x) = 0
Download PDF Notes: www.notespoint....

[@wisdomtv360]

I thought I was dull until I found this beautiful video I can't wait to refresh it

[@derickpambah]

Thank you so much. This was entirely useful to my computer science Numerical Analysis unit. All the best.

[@notespoint4386]

Glad it helped!

[@dualkeakroamdeng1377]

I'm just said thank you so much my dear teacher ktu for that thing what I got to your lecture keep and going up to next types of iteration methods in numerical method , im very service indeed in the university what I have !!!!!

[@dasithpriyamalwijesekara6044]

Good simple explanation...(from Sri Lanka)

[@sarahitani1729]

thank you very much

[@fredokoth5232]

thank you from Nairobi-Kenya

[@hindlina2798]

love you from algeria

[@ForzaAllegri]

thank you so much, brilliant teaching

[@hagenimanagilbert7860]

Thank you for this explanations!!

[@The_Engg_Academy_25]

Madam ji! Love, Respect and Peaceful wishes from Panjab, Pakistan 🇵🇰

[@SkamaliJPMAR]

Plz post the next video..very use full channel..👍👍😘

[@uncleb8234]

Thank you for this.

[@eleven9743]

Thank you

[@moritzpfurtscheller4248]

well done!

[@SkamaliJPMAR]

Thank you so much sister.👍👍

[@anulrajeev7891]

Since the first 3 digits of x14 and x15 are also same, then why haven't we taken x14 as the solution?

[@ashankavindu2409]

Thank you very much madam ❤️❤️❤️❤️❤️❤️

[@priyankadeepak9452]

love from srilanka

[@johndus1193]

Question. What do I do if the initial approximation is not provided? How do I create one that is accurate?

[@notespoint4386]

Find two numbers a and b in such a way that f(a) and f(b) are of opposite signs. Then you can choose initial approximation appropriately.

[@silasboampong1585]

Very helpful

[@ATUSASIRERABECCA]

Thank you so much

[@maleenh1738]

thank you madam

[@cvraman5908]

Well

[@faisal_tarshon]

Thank you!!!!!!

[@cvraman5908]

Love from iran

[@ezeanivitalis4363]

Nice but I wish I heard you well

[@vineethv37]

👌

[@mechanic946]

Ho

[@mechanic946]

Kon

[@monzir2009]

Thank you