Question

Solve: (e^x)y'' + (2e^x)y' + (e^x)y = lnx

Solve:

(e^x)y'' + (2e^x)y' + (e^x)y = lnx

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- Solve the following differential equations: a) y ' = y / (x (lnx)) b) (eˆ...
1- Solve the following differential equations: a) y ' = y / (x (lnx)) b) (eˆ (-y)) * (y '+ 1) = x (eˆx) c) x '- (tan (t)) * x = sen (t) d) y '= 1-y + (eˆ (2x)) * (yˆ2)
Solve the Bernoulli's equation: dy/dx + (2/x)*y= lnx/3x^6 y^2
Solve the Bernoulli's equation: dy/dx + (2/x)*y= lnx/3x^6 y^2
Solve y'-3y=2e^t y(0)=e^3-e using Laplace transform.
Solve y'-3y=2e^t y(0)=e^3-e using Laplace transform.
Solve the differential equation y''' - 2y'' + y' = 2e^x - 6x
Solve the differential equation y''' - 2y'' + y' = 2e^x - 6x
Please solve the 2nd order nonhomogenous D.E.using the method of undetermined coefficients a. y"-2y'+y = 2e^x...
Please solve the 2nd order nonhomogenous D.E.using the method of undetermined coefficients a. y"-2y'+y = 2e^x b. y"-y = (4x-6)e^-x
find: lim x-e ((1-lnx)/((x-e)lnx)) by interpreting this limit as an appropriate derivative
find: lim x-e ((1-lnx)/((x-e)lnx)) by interpreting this limit as an appropriate derivative
X and Y are jointly distributed as f(x, y) = 2e^(-x) e^(-y) for 0 < y...
X and Y are jointly distributed as f(x, y) = 2e^(-x) e^(-y) for 0 < y < x < inf If Z = X - Y, What is the density of Z? Draw it.
Solve by using a matrix exponential x' = x - 2y + 2e-t y' = 2x-3y
Solve by using a matrix exponential x' = x - 2y + 2e-t y' = 2x-3y
solve non-homogeneous de y" - y' - 2y = 6x + 5 -2e^x by finding- the...
solve non-homogeneous de y" - y' - 2y = 6x + 5 -2e^x by finding- the solution yh(x) to the equivalent homogeneous de the particular solution yp(x) using undetermined coefficients the general solution y(x) = yh(x) + yp(x) of the de
Find the Area Between the Curves x=-3 , x=4, y=2e^2x, y=e^2x +1
Find the Area Between the Curves x=-3 , x=4, y=2e^2x, y=e^2x +1
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT