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Assignment #  1MTH401 (Fall 2013)

   Total marks: 20

        Lecture # 1 to 10  

          Due date:  27/11/2013  

                                                           

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Question 1:                                                                                                          Marks 6+4

 

 

 

a)      Determine whether the given differential equations are homogeneous or non-homogeneous. Also, mention the degree of homogeneous differential equations.

  1.                                 i.           
  2.                               ii.           
  3.                             iii.           

 

 

b)      Find the integrating factor of the following differential equation.

                                       

Question 2:                                                                                                         Marks 10

 

Convert the given Bernoulli differential equation into linear form and find its solution.

                                      

 

 

 

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2nd quest main mujy be yeh samaj nai h rai ky p(x) & q(x) ki kasy value lani h

plz share the Solved Assignment anyone

p(x) aur q(x) same ate hain is question ma

aj rat 10 baje tak solution upload krne ki pori try hai. in sha Allah zror kr don ga. dont wory studnts

aj rat 10 baje tak solution upload krne ki pori try hai. in sha Allah zror kr don ga. dont wory studnts

abi tk ye idea solution lo ap log:

Q1. a. (i) homogenous

         (ii) homogeous

         (iii) non-homogenous

(Note: just yhi answer nhi likh dene. pora solution send krna hai)

      b. eq. is exact. so no IF

Q2.: p(x) = 2t/3(1+t^2), q(x) = 2t/3(1+t^2), ans.: y^(-3) = 1+(1+t^2)c

Have idea. but i wil try to upload solution. best of luck

question 2 ki ap just first 3 to 4 lines share kar sakti ho ?

please koi to complete solution send karo

confused... b part ko kese guma kar exact kar diya.. agar linear equation ki trha kiya jaye to straight mathod hai 

ap apna  idea solution dikhay

1st ap dikhain

 Shahmeer bro jaldi  upload karna 

Amina sis mujay dikha do thora sa 

Plz share the solution plz guys

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