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MTH401 Assignment No 02 Solution & Discussion Due date: 30/01/2017

Assignment #  2

 

(Fall 2016)

 

          Total marks: 20

          Due Date: 30/01/2017

 

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Question 1:                                                                                   Marks 10

 

Solve the following Cauchy Euler equation by the method of variation of parameters.

Question 2:                                                                            Marks 10

 

Determine the singular points of the following differential equation and classify each singular point as regular or irregular.

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Khubaib Butt  thanks for sharing 

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hi needed mth401 final papr objtive wise plz hlp me

ye jpg files hen, rename these files and include .jpg in the end

 

Please upload Ms Word file, few hours remaining..

Dear Students Don’t wait for solution post your problems here and discuss ... after discussion a perfect solution will come in a result. So, Start it now, replies here give your comments according to your knowledge and understandings....

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Khubaib bro! Instruction of question no 1 is to solve the question by method of variation of parameters ,,,,,,

To solve the 2nd order non-homogeneous linear differential equation
a2 y′′ + a1 y′ + a0 y = g(x),
using the variation of parameters, we need to perform the following steps

Step 1: We find the complementary function by solving the associated homogeneous
differential equation
a2 y′′ + a1y′ + a0 y = 0

@Ayenanh ,Thanks for rectifying , did  u completed the assignment ?

dear ap ka question kia teek  hai i mean anser

plz muy ye btao  jpg files sai ans ay, kia ye wala ker lain

mujy hai confusion ye kubaib bhai ny 1st question mein e ki power k sath n likha hai ya x

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