Question

find the solution of the first order differential equation (e^x+y + ye^y)dx +(xe^y - 1)dy =0...

find the solution of the first order differential equation (e^x+y + ye^y)dx +(xe^y - 1)dy =0 with initial value y(0)= -1

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
1. Find the general solution of the first order linear differential equation: 2*x*dy/dx -y-3/sqrt(x)=0. sqrt() =...
1. Find the general solution of the first order linear differential equation: 2*x*dy/dx -y-3/sqrt(x)=0. sqrt() = square root of (). 2. Are there any transient terms in the general solution? Justify your answer.
Consider the differential equation x2 dy + y ( x + y) dx = 0 with...
Consider the differential equation x2 dy + y ( x + y) dx = 0 with the initial condition y(1) = 1. (2a) Determine the type of the differential equation. Explain why? (2b) Find the particular solution of the initial value problem.
(61). (Bernoulli’s Equation): Find the general solution of the following first-order differential equations:(a) x(dy/dx)+y= y^2+ln(x) (b)...
(61). (Bernoulli’s Equation): Find the general solution of the following first-order differential equations:(a) x(dy/dx)+y= y^2+ln(x) (b) (1/y^2)(dy/dx)+(1/xy)=1
1) Solve the given differential equation by separation of variables. exy dy/dx = e−y + e−6x...
1) Solve the given differential equation by separation of variables. exy dy/dx = e−y + e−6x − y 2) Solve the given differential equation by separation of variables. y ln(x) dx/dy = (y+1/x)^2 3) Find an explicit solution of the given initial-value problem. dx/dt = 7(x2 + 1),  x( π/4)= 1
solve for y: 1. dy/dx= xe^y separable 2. x(dy/dx)+3y=x^2 when y(5)=0 1st order linear
solve for y: 1. dy/dx= xe^y separable 2. x(dy/dx)+3y=x^2 when y(5)=0 1st order linear
The differential equation given as dy / dx = y(x^3) - 1.4y, y (0) = 1...
The differential equation given as dy / dx = y(x^3) - 1.4y, y (0) = 1 is calculated by taking the current h = 0.2 at the point x = 0.6 and calculated by the Runge-Kutta method from the 4th degree, find the relative error. analytical solution: y(x)=e^(0.25(x^4)-1.4x)
Solve the first order homogeneous differential equation: (2x-5y)dx + (4x-y) dy=0
Solve the first order homogeneous differential equation: (2x-5y)dx + (4x-y) dy=0
Solve the Homogeneous differential equation (7 y^2 + 1 xy)dx - 1 x^2 dy = 0...
Solve the Homogeneous differential equation (7 y^2 + 1 xy)dx - 1 x^2 dy = 0 (a) A one-parameter family of solution of the equation is y(x) = (b) The particular solution of the equation subject to the initial condition y(1) =1/7.
Solve the differential equation dy/dx−ycos⁡(x)=7cos⁡(x) State solution explicitly Find the particular solution satisfying the initial condition...
Solve the differential equation dy/dx−ycos⁡(x)=7cos⁡(x) State solution explicitly Find the particular solution satisfying the initial condition y(0)=−9.y(0)=−9.
(x-y)dx + (y+x)dy =0 Solve the differential equation
(x-y)dx + (y+x)dy =0 Solve the differential equation
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT