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Find the integral surface of 𝑥2𝑝 + 𝑦2𝑞 + 𝑧2 = 0 which passes through the curve x+y = xy, 𝑧= 1.


X^2d^2y/dx^2-3xdy/dx+4y=x+x^2logx
d^2y/dx^2-6dy/dx+9y=1+x+x^2
d^2y/-6 dy/dx+9y=1+x+x^2

Solve the following initial value problem


Ut(x,t)=10Uxx(x,t) -10

U(-1,t)=U(1,t) Ux(-1,t)=Ux(1,t) t>0

Ux(x,0)=x+1 -1



A String is stretched and fastened to two points l apart. Motion is started by
displacing the string in the form

Solve the differential equation by separation of variables with step-by-step procedures.

(x+2)dx = (x+3) siny cosydy


Solve the differential equation by separation of variables.


(x^3 + 2)y = x(y^4 + 3)y’ ; at x = 1 and y = 1


Suppose you discover an expired library book in the attic for which your great-great-grandfather owes a fine of 30c for 100 years. If a penalty owed grows exponentially at 5% per year in continuous compound interest, how much would you have? What to pay if you return the book today? Rta. 44.52


(D

3 − 3DD

′2 − 2D

′3

)z = cos(x + 2y)