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Differential Equations
Find the solution of the given differential equation and then find the particular solution for which a point (x,y) is given:
dy/dx = x
Differential Equations
Find the solution of the given differential equation and then find the particular solution for which a point (x,y) is given:
dy/dx = (3x - 4)
Differential Equations
Annihilator method obtain a particular solution y"'+y=cosx+sinx on R
Differential Equations
(1+x)
Differential Equations
y′ =y/x(x-x^3) ; y = −2 when x = 2
Differential Equations
Solve the differential equation given by
(3x + 2y + y^2)dx + (x+4xy+5y^2)dy=0
Differential Equations
Solve it
(D^2+DD'-2D'^2)z= (y-1)e^x
(D^2+DD'-2D'^2)z= (y-1)e^x
Differential Equations
Solve it
(D^2+DD'-6D'^2)z= ysinx
(D^2+DD'-6D'^2)z= ysinx
Differential Equations
Solve the following homogeneous differential equation 2x3 y' = y(2x2− y2)
Differential Equations
Initially 100milligrams of a radioactive substance was present. After 6 hours the mass has decreased by 3%. The rate of decay is proportional to the amount of the substance present at time t. Determine the half-life of the radioactive substance.
