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long.
1. write the procedure of method of frobenius.
2. ans is on page 388 . example no 1. same question but in my paper values are different.
3. solve the differential equation dy/dx-3y=xe^3x
4. he give me two equations and said to represent in the folllowing form
Asin(wt+angle)
shorts.
Define the wronksian of y1 and y2 if these are the function of x.
define the wronksian of the set {1,-x,x}
Define regular singular points.
solve the differntail equation. equation yad nhi but ez thi.
eigenvalues di thi and kha tha k eigenvector find kro
aik equation di thi and pocha tha exact h k nhi.
and aik question exact k solve krne ko bhi tha. he says that this is exact and now solve further.
aik equation ka annihilator operator find krna tha.

mcqs past ppr sy ay thy kia??

nhi itne khas nhi aye the. conceptual the mcqs

another paper

another paper of my friend.
1.An object weight 4LB streches a spring to 12 inches then calculate its mass.
2. an equation given and said , if dy/dx = (-x+y+9)/(x+y-3) then determines the value of h and k using
substitution . x=X+h and y = Y+k
3. transform the following homogenous DE into a separable form
(x^2 + xy + y^2)dx- x^2 dy
(D^2 + Dy + y^2)x - x^2 y = 0
4. dy/dx + xy = 2xy^2. change it to BERnoulli DE
5. aik matrix diya tha us ki eignvalue bhi di thi and aik eignvector btana tha.
6.Write EQ of Free un-damped motion.
7. find general solution of differential EQ [(dy/dx)-6y=0]
8. Which method is often use to solve linear DE with variable cofficient.