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  1. y'' + 4y' + 7y = 0      ans, y= e-2x(c1cosx+c2sinx)
  2. 2y'' - 7y' + 3y = 0     ans, y=c1e3x+c2e1/2x

1.    y'' - 4y' + 3y = 0      ans, y= c1ex+c2e3x

2.    2y'' -y' + 3y = 0        ans, y= c1ex+c2e-3/2x

Evaluate the following functions in differential operator form.

  1. D(x2+2x-3) Ans. (2x+2)
  2. D2(xe3x-e4x) Ans. 9xe3x+6e3x-16e4x

Solve the following differential equations in series.

x²d²y/dx + xdy/dx +(x²-4)y=0


reduce the following equation onto canonical form

ux+2xyuy=x


2x^ 3 y^ prime =y(y^ 2 +3x^ 2 )



Solve differential equation

(D^3-6D’D+11D’^2D-6D’)z=cos(2x+y)+e^(2x+y)-y


find the general solution of the homogeneous linear equations





1.(2D²-5D-3)y=0





2. (9D²-6D+1)y=0





3. (D⁴-2D²)y=0


4. (D⁵+8D³+16D)y=0


5. (D³+8)y=0


Find two members of the family of solution in problem 5 that satisfy the initial condition y(0)=0, y'(0)=0.


y''-10y'+25y=0 find general solution of the given second order differential equation.


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