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MTH401 Assignment No 02 Solution & Discussion Due date: 30/01/2017
Assignment # 2
Total marks: 20
Due Date: 30/01/2017
DON’T MISS these important instructions:
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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kisi ko q#2 ata hai?
mene q#1 krdya hai
koi 2 krwa de to final file de dun
Faiza upload question # 1 i shall give you the solution of 2.
sol of q#1
snd me 2nd
Read handouts page no . 291 and 292 for the solution of second question
agr ap ne krliya hai scnd to gve me sol
Have solved almost.. but confused on last step..Determining the regular and irregular point
because (x-1) is in denominator of P(x)
and denominator of Q(x) is (x-1)(x+1)..
although the singular points are x=+-1
ye ks format me h files?
opn nh horahy