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Differential Equations
( 1 /t + 1/ t ^2 − y /t ^2 + y ^2 ) d t + ( y e ^y + t /t ^2 + y^ 2 ) d y = 0
Differential Equations
Write a program to solve the Cauchy-Euler differential equation
(X
(X
Differential Equations
Solve the problem :
(1/(1+x^2) + cos t -2xt) dx/dt = x(x+sin t), x(0)=1
(1/(1+x^2) + cos t -2xt) dx/dt = x(x+sin t), x(0)=1
Differential Equations
solve the problem d^2x/dt^2 +x=8cos2t-4sint, x(π/2)=-1, x'(π/2)=0
Differential Equations
solve the problem d^2x/dt^2 +x=8cos2t-4sint x(π/2)=-1 (π/2)=0
Differential Equations
Find Z[n(n – 1) (n – 2)].
Differential Equations
Solve the given problem by means of an eigenfunction expansion.
y"+2y= −x, y(0)=0, y'(1)=0
Differential Equations
The velocity distribution in a two dimensional steady flow field is xy plan is v=(Ax-B)i+(C-Ay)j,A=2s-1,B=5ms-1,C=3ms-1. The coordinates are measured in meters and body force distributing is gx=-gk.Does the velocity field represent an incompressible fluid?Find the stagnation point of the flow field. Obtain expression for the pressures gradient in the flow field. Evaluate the difference at(x,y)=(1,3) and origin if density is 1.2kg/m3
Differential Equations
solve the initial value problem:
dx/dt+ (tant)x= cos2t , x(0)= -1
Differential Equations
(D2-2D+3) y=x2
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#340153 on Dec 2023
#340153 on Dec 2023