Lecture # 43 || Power Series Solution about ordinary Point x=0 || Second Order Order Diff. Eqn ||ODE

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After watching this video lecture, you will able to answer the following question.
How to Solve a Second Order Differential Equation with variable Coefficient by Utilizing Power Series Method about the ordinary Point x=0

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Very sincere and best teacher. I appreciate you Sir. Pray for you.

ProfIqbalHussain

love you yar qasm se dil hush ho gya ha kal paper ha or yeh mujhe help ke vidoe

muhammedali

Sir, you are doing a great job. Deeply inspired by your struggle and simple strategies. Kindly make more and more video lectures on subjects such as EMT, MMP, Quantum Mechanics, Classical Mechanics, Fluid Mechanics etc.

allrounder

Very well explained its very beneficial for me

syedanabahatzahrzahra

Assalam alaikum SIR, U R REALLY GREAT, sir the way u explain is very easy to understand, sir could u pls help me to the answer for my assignment, G be a group of order 11^2 : 13^2. How many 11 sylow subgroups and 13 sylow subgroups are there in G?

yasminhafeez

Requesting for the English version, thank you

steventatu

Sir Please solution of y''+x^2y=0 with the Video Lecture. I'll be very thankful to you.

Malik_Naeem

sir can u slove this example (x^2+1)'' -6y=0
sir kindly

greatmeditation

Sir x-2 and x+1 ko kase addd Karn ga first question ma?

aqsabrandzarihouse

but ordinary point nikalay ge kese jab given na hu aur hamaray paas denomenator bhiu na hu ??

shahmirkhan

Lecture # 43 || Power Series Solution about ordinary Point x=0 || Second Order Order Diff. Eqn ||ODE

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