Stokes Theorem | Vector integral Theorems |MAT102 | Module 2| S2 |KTU Part 5

preview_player
Показать описание
Vector Integral theorems | S2 2019 Scheme | MAT102 |Calculus of Vector Function Ordinary Differential Equations And Transforms

MODULE 1 PLAYLIST

MODULE 2 PLAYLIST

MODULE 4 PLAYLIST

MODULE 5 PLAYLIST

Calculus of Vector Function Ordinary Differential Equations And Transforms
s2 2019 scheme
MAT102
KTU
Btech Mathematics
Рекомендации по теме
Комментарии
Автор

be honest, you might not have been realised that every malayali engineering students are learning through RVS (literally everrryone). Every malayali engineering students depends on RVS . Comparing with other teachers YOU PLAYS a significant role with us ma'am. I'm here to let you know that you are a cool teacher. I wished that you were our Maths tutor of our college

akshayes
Автор

Thank you mam for this wonderful section 🙏🙏

bijinbinu
Автор

Ma'am you are so amazing. Helping me a lot by your videos. I did not have a textbook but by your lectures helped me alot.
Thank You Ma'am. Keepi going Ma'am.❤❤

adoreholiclj
Автор

No more to say jzt awesome mam😍😍😍😍😍😍😍😍😍

praveenaprasads
Автор

Misse stokes theorom il z term vanna triple integration cheyyande?

akshayk
Автор

mam, ithil integrationil sin square ille? athu last ayappo miss ayille?

gathaunnikrishnan
Автор

Mam is crash course available for MAT102 2019 scheme?

theerthar
Автор

17:33 ee questionil looking down to +ve z axiss ennathinde aavasyam endha, ?

Srveeee_Prvt
Автор

Teacher oru doubt partial derivative of a constant with respect to z enn pryunnath constant multiplied by z alle

mephigames
Автор

teacher Doubt ; if dxdydz vannal enth cheyyum maam unit vector n enth kittum?

AbhijithAnandBEE
Автор

multiple integral njn nokathe enniku ethu padikan pattumooo

kailasnath
Автор

multiple integral ettu bagam annu njn nokende njn a module skip cheyta padicheee

kailasnath
Автор

Mam, 17:01 il question inte last part il "looking down to the positive z axis", ithu entha udeshikunne

akj
Автор

Misse Theorem Equation mathrm padicha mthiyoo athoo Theorem um padikno

sreekantsreenivasan
Автор

Mam double integral aakumbo integral suppose x aanenkil adhyam dy Alle kodukkendathu, theeta integral nte case il condition satisfy aakille

Fariz-pxvw
Автор

Maam we stokes theorem statement padikano

smeenakshi
Автор

Z=x2+y2-1, ingane edutha logic enik manasilaayilla

FUNNY_CHESS_SHORTS