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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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Replies to This Discussion

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


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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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