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Differential Equations
Find the Laplace transforms of
f(t)={4,0<=t<=1
{3,t>1.
f(t)={4,0<=t<=1
{3,t>1.
Differential Equations
(d^2y/dx2)-2(dy/dx)+2y=sin2x
Differential Equations
Find the Laplace transforms of
1.(t^2 e^2t)
2.[1+e^(-t)]^3
3. [t√(1+sin t)]
Differential Equations
The differential equation of a family of tangent lines to the parabola y=x^2, given by 2xt=y+t, t being a parameter,4(y-xdy/dx)+(dy/dx)^2=0.
True or false with statement
True or false with statement
Differential Equations
A steel Ball weighing 39.2 kg is supposed from a spring due to which the spring is stretched 2m from its natural length. The ball is started in motion with no initial velocity by displacing it through 0.5m above the equilibrium position. Assuming no air resistance, find an expression for the position of the Ball at any time t.
Differential Equations
write short note on higher order differentia ability
Differential Equations
state and prove existence and uniqueness theorem
Differential Equations
The general solution u(x,t)=(A sin pcx +B cos pcx )(C sin pct+D cos pct ) with u(0,t)=0 and u(l,t)=0 gives..........
Differential Equations
find the partial differential equations arising from z=xy+f(x^2+y^2)
Differential Equations
(3-y)/x^2 dx+(y^2- 2x)/(xy^2 ) dy=0 y(-1)=2
