Linear PDE in telugu method of multipliers, partial Differential equations

preview_player
Показать описание
Linear PDE in telugu method of multipliers, partial Differential equations
Рекомендации по теме
Комментарии
Автор

Very clear and clarity your explanation is super 👌

Skalthaf_bikerider
Автор

Super sir chala baga cheparu ani vedios chala baga explain chesaru

probeats
Автор

last problem multiplier 1/x dx + -1/y dy + -1/z dz

vijayvarma
Автор

Instead of taking 1/x, -1/y, 1/z take 1/x, 1/y and -1/z as multipliers

nitishkumarreddy
Автор

Second problem lo 1/X etc.... tho divide chesinappudu X, Y, Z kuda cancel aipothay gaa sir appudu 1/X logX etc... ela vastundi

mgeetha-qizb
Автор

Non homogeneous lo complimentary function how to find out plz share the video to me

sureshbhukya
Автор

c2=x/zy vastundi sir onces check akkada 1/x, -1/y,-1/z tho multiple

guntupallisaikrishna
Автор

Sir if we take 1/x, -1/y, 1/z as multipliers then denominator value doesn't equal to zero sir

nitishkumarreddy
Автор

Sir akkada second sum lo second c2 kanipettadiniki chese process lo
-y(z^2+x^2) akkada -1/y tho into chestey same value vastundhi sir z^2+x^2 ani

baluroy
Автор

Sir second sum answer wrong sir, 2nd multiplier is (1/x, -1/y, -1/z) , ,,

curiouscoding
Автор

Sir yekuvaga aa mutilpers meeda
Sums vasthai sem Lo plz reply

rishikumarrishikumar
Автор

Then only u get correction solution sir

nitishkumarreddy
Автор

sir first multiplers 1, 1, 1 thesukunnapudu mari second multiplers 2, 2, 2 thesukovachu

subhashking
Автор

Sir arbitrary constant sums cheppandi sir

YabaluriVyshnavi
Автор

Previous video petara oksarii previous video chudakundaa vosthey em ardhamakatlee

saikarthikeya
Автор

Sir akkada y square camcle avadhi sit second problem lo

Virtuevision_
Автор

11:20 dhaggara z2-x2 ela vachindhi.-y multipply aythe z kuda minuse kavali kadha.please reply

vikramade
Автор

Sir 2nd sum lo last lo c2 obtain chesetapudu ysquare + ysquare cancle chesar sir

becool
Автор

Ee sum ki method of grouping cheyocha..?

matamdeekshith
Автор

Multipilers asalaa ardam kaledu sir... Ante mery clarity gaa cheppaledu 🙃

vardhan.