Bisection Method made easy

[@shinobi9813]

speed 1.25 thank me later

[@mathigma1]

hahahah

[@silversharky3258]

Indeed😅

[@shrikaracharya1517]

Thx 🤪😂🤣👍

[@soumyadas9939]

Already did that😜

[@md.shafaatjamilrokon8587]

Really!!

[@ntsoarelengndlazi7883]

I really appreciate this man, I so understand bisection method now.

[@gabrielgitonga1252]

The third difference b-a is 0.25 not 0.75 . But I understood the whole concept clearly. Thanks for such a great explanation.

[@AhmedOsama-sc5mm]

Nice accent, Cool quality capturing, Easy and Direct Explanation.... That's really great!! Thank you

[@krittaprottangkittikun7740]

This revived my knowledge back in school in few minutes, thank you so much!

[@md.shafaatjamilrokon8587]

3:29 I was searching bisection method tutorial because of finding this questions answer.. Thanks Man :D

[@Leon-qd2gs]

Man U r the best ! thank s a lot bro ! tomorrow I have an exam on bisection method and thank to your video I understand all ! good job !

[@BarakaBenedicto744]

A very good explanation I never met with... Thanks for your simple way of making me understanding well the general concept

[@OMARYassin1]

I really learned from your video I have a small comment here (2:25): I believe the interval should be like that (1,2), because if either 1 or 2 is the solution to my problem, they would have yielded a zero when substituting them above.

[@bonfacemwangi6728]

thank you so much this video has made this method understandable. You're a champion dude

[@saviourakuaosei8778]

on the 3rd interaction b-a is 0.25

[@oshanmayadunne2375]

Yes

[@rapsmm3573]

12:43 “ Thank you “ Me: No sir, thank you 😊

[@ramireddycherukula1962]

Thanx a lot bhayya it is helped me a lot

[@lisasakala-m5b]

how did u come up with 0.01 as the limit were we should stop

[@PashwaOfficial]

Better than the other videos out there Thanks a lot

[@joshkamunda9589]

Thank you for simplifying this topic for me.🙏🏼

[@16_siska85]

Thank you sir, your explanation help me for the next mid term Exam.

[@mikegals732]

Hello mate, in this time 4:41 the correct formula of finding (a and b) in the second column is to find a => If [f(a)*f(c) if [f(b)*f(c)

[@justtavi1238]

if f(c) is positive then replace b with c. if f(c) is negative then replace a with c. What you said is also correct. But this will be more easy.

[@pavelhernandezreyes5360]

It was very clear and useful. Thanks! Greetings from Mexico

[@ANEESHDEOGHARIA]

Pável Hernández Thank you so much. Keep supporting.

[@kaseveniarthur8140]

@@ANEESHDEOGHARIA hey anash . Do you mind if you contact me through [e-mail]

[@hzoneclade9509]

Привет из России, я не нашёл разбор «метода бисекции» на русском языке, но вы мне очень помогли, благодаря вам все понял, спасибо большое!

[@sikshathapa2261]

@ANEESH DEOGHARIA From where the value 0.01 come from? Why we need to do up-to

[@jacquess3477]

This was super clear! Thanks!

[@BKB77780]

1.1562 is not the approximate root (1.1484,1.1562) are the intervals The approximate root is suppose to be in the "X" mark .C is the approximate root . Correct me if I'm wrong 😢

[@thephysicstutor]

You're right

[@joelayobami]

It's actually suppose to be the value of c at that "X" mark Not the X mark itself which is actually f(c). The root is c. 👍

[@CodingTutor-1226]

thank you man, this was the best explanation ever

[@thegreenmonster650]

Thanks a lottttt. Saved my semester. Thanks

[@rlbconsultants6233]

Thanks you sir for your easy trick to find out the root of any equation by Bisection method

[@esuolaayomide6565]

Thanks for letting us know how many times, we should iterate

[@williambyamukama2251]

Asante Sana Kufundisha Ulimwengu. Mungu akubalike uzima.

[@abhinavyadav5188]

Thx brother my concept is clear by you 🙇‍♂️

[@Kdhakal]

Why yo did not took interval (0,2)??

[@kaseveniarthur8140]

So fast I am just in love with the content

[@marahdinho]

Thanks so much for the lectures. But i think there is a small mistake at the 3rd iteration in B-A =0.25 not 0.75

[@princecharlesnyandoro6531]

it have made me understand this more clearly thank you

[@iftak01]

Helpful ! Compared to those others speaking in Hindi

[@iamsandy_17]

Most useful video #kamakhyaOfficial Thank you for your help 😀 😀

[@reflectedprogramming6994]

How u have said that value of b-a < 0.01 in this sum ?? Doubt ???

[@huiannlee5017]

thanks a lotttttt,yr video is easier to understand

[@paschikshehu7988]

Beautiful handwriting btw

[@emmanuelolara7343]

Thank you. You made me understand this "easy" subject.

[@adesanyaignatius6926]

send me your result on this course now

[@_your.aditya_]

What is the use of f(a) and f(b) in the table?

[@bijay.khadka]

the value of "a" put in function is f(a)

[@bindassgirlkitchen9408]

Thanku so much sir 👍👍 this help me

[@dudekulalhaseena5460]

Sir as u said when b-a

[@AndileDudu]

Thank you so much Sir for this good lesson

[@cocoa_nn]

I don't know if you will see this but I got to ask; Why pick the last value of b as the approximate root instead of that of a?

[@parthbirajdar7427]

Why did u chose the final value at B?why not on A?plz help

[@atiquerehman2999]

Thanks buddy You made this easy for me!!

[@student9297]

Q1.You are making a bookshelf to carry books that range from 8½"to 11"in height and would take up 29" of space along the length. The material is wood having a Young’s Modulus ofMsi667.3, thickness of 3/8"and width of 12". You want to find the maximum vertical deflection of the bookshelf. The vertical deflection of the shelf is given by where x is the position along the length of the beam. Hence to find the maximum deflection we need to find where f(x)= dy/dx=0 and conduct the second derivative test. The equation that gives the position x where the deflection is maximum is given by -0.67665x〖10〗^(-8) x^4 - 0.26689x〖10〗^(-5) x^3 + 0.12748x〖10〗^(-3) x^2 -0.018507 = 0 Implement the secant method of finding roots of equations to find the position x where the deflection is maximum. Conduct three iterations to estimate the root of the above equation.

[@scrollshorts-99]

Find Bisection, interpolation & RegulaFalsi C codes here : eagletarians.blogspot.com/2018/12/statistical-and-numerical-techniques-c.html

[@ezesuperior2188]

really helpful, thanks at all sir

[@soumyadas9939]

Where did you get 0.01?

[@anushaanu9277]

Sir how you consider the limit is 0.01

[@soumyadeeproy6506]

দাদা খুব ভালো বুঝিয়েছেন ধন্যবাদ।

[@abdullahmohammad5613]

Shouldn't we take the C value of the 8th iteration instead of the b value!?

[@shankarbarnwal3723]

Ya sure, i too think about of why he took 'b' not 'c', bcz we have to find root not the extremities.!!

[@tharanikanagaraj1158]

How to solve a positive root of the following equation using by bisection method 2x=3+cos x

[@nikeshrai2158]

What is the use of f(a) and f(b)???

[@jatinjain3288]

Using the bisection method, find i to 3DP if i satisfies the equation: 25(1+i)^(-3)+20{1-(1+i)^(-2)}/i = 61.5

[@_kahini]

Finally understood this thing thanks alot man

[@gulbuldu116]

hello, thanks a lot, how we get 0.01 value?

[@taralnagar2121]

Very nice technic to teach this method thanks

[@josechristianabraham1148]

Thank you mate, God Bless You

[@viraadbaig6582]

Thank you sir! Love from Pakistan

[@sanjanatantri7821]

Very very helpful. Thanks a lot

[@hindlina2798]

thanks alot man from algeria

[@Triton01]

well explained

[@aminulislambhuiyan1073]

very nice sir,,, clear explanation ....

[@lutfullahyousofi7980]

Yes C is the Answer but you should remember the Condition. C should be less then 0.01

[@nuraysahabbas9660]

why the root approximation is taken from value of b not the a value?

[@reflectedprogramming6994]

Great

[@vishaljaiswal5346]

Well done

[@jarvisstark2585]

thank you dude... u r a saviour

[@leelavenkatalakshmi3516]

Sir, how can u say that , we can stop the iterations when b-a < 0.01

[@kontsakarelas8646]

If f(c) was positive in the previous step before the final row, would you use (a) as the answer?

[@buddhisagaradhikari3987]

Its very good. The answer is (C), not the "b".

[@susantscreation4493]

Yes I was aslo thinking so

[@trinitygiramia5027]

This is so helpful but l still don't understand why b-a should be less than 0.01 I order to conclude the final root. Thanks

[@allankamoga5477]

just crystal clear 👍 though I have issues with your conclusion

[@bhoomikabhoomi9341]

Plz solve the logarithms problem...

[@zhiyang7688]

Can I know why value B is chosen instead of value A and C ?

[@susovanghosh6050]

The value of root must be the mid-point which lies between a and b...so logically final answer should have been the final value of c...why is b's final value considered as the answer?

[@sunfloweruro]

thank you so much this was very helpful!

[@edithmoyo4252]

Thank you for this video

[@chetnapandya7485]

Nice explanation sir

[@hamzatmubarak2850]

thanks for the lecture, why did we stop when b-a = 0.01

[@mramtakujasambaaguy6681]

Duuu your too bright and your my teacher on this thank you too much

[@DCSIMRANKHAN-ft7kh]

Make more videos on bisected method

[@شاعریکیدنیا-ع4ث]

Sir why we not here consider the value of "a" as a root?

[@angrypen8972]

Well explained 👍

[@zabalik3496]

Thanx alot but Y ain't u using ( B-A)/2

[@fanuaelabelneh1877]

u done nice

[@kzzesama1959]

Thbks bruh helped me in my exam keep it up❤️

[@delyricist4392]

Can you do a video on Regula Falsi Méthod using tables

[@emreyuksel5496]

Thanks so much, it helped a lot.

[@xd69_naruto]

THANKS but i have a suggestion plz don''t skip little things.

[@MisterH1992]

Is it always the a that changes when negative and b when positive? Or is it because f(a) originally gave negative and f(b) gave positive that decided which value changes? So let me ask you a theoretical question. If f(a) originally gave a positive number and f(b) gave a negative, would it have been switched around? Need some clarification.

[@anjalithakkar4446]

Thanks for clearing our confusion regarding to this...

[@elijahokello8426]

Why did you choose the value of b and not a to be the approximate root?

[@beabealover97]

omg its very good!!!!!!!!!!!!!!!!!!!!! Thank you very much

[@nayyabnaabi8404]

sir x³+3x²+12x-39+e^x-sinx+log10x-loge x=0 ic ko kaisy solve karain gy k X1 aur x0 ki value find karain aur secant method main use karain ussy

[@ChimeXD]

you are a king

[@Danish_Irwan]

I would like to know why when f(c) is negative, the "a" value will change?

[@dongruel1163]

Hello permission to use your equation for sample report purposes. Thankyou. ...RUEL BACTONG JR. BS ENVIRONMENTAL ENGINEERING 4

[@shivshankarbagal9055]

👌👌