y ″ − 4 y ′ + 2 y = 2 x 2 and here's my step to answer I know that to solve this 2nd-order inhomogeneous differential equation the general solution is y = y c + y p where y c is the

Instant Professional Tutoring

If you're looking for a tutor who can help you with your studies instantly, then you've come to the right place!

Figure out math questions

Math is all about solving equations and finding the right answer.

Reliable Support

When it comes to math, it's important to be able to clarify tasks in order to complete them effectively.

Determine math equation

Clarify math tasks

Passing Grade

More than just an app

It's in any language, and so easy to use, the calculator is pretty good. Doesn't even have any ads, it's really good for doing problems fast and easy. I was surprised at how much the app could provide.

Anthony Creasman

I click on This app plus where it should prompt me to purchase a subscription but it just loads forever and doesn't open an option for me to subscribe, i have never really found such a useful and worth the while app like this, it's cheaper than things like Netflix, the best app for solving math problems,and a great app for students.

Robert Hoskin

I use quite a bit especially with quarantine and e learning. This app not only solves your problems, but also teaches you what to do next time, this app has 110% taught me things I dont think my math teacher could, good job developers! „. I really like the picture feature as it makes going through tests faster.

Robert Jones

Let the general solution of a second order homogeneous differential equation be \[{y_0}\left( x \right) = {C_1}{Y_1}\left( x \right) + {C_2}{Y_2}\left( x \right).\] Instead of the constants

Deal with math questions

Math is the study of numbers, space, and structure.

Average satisfaction rating 4.9/5

I can help you figure out math questions.

Build bright future aspects

The average satisfaction rating for this product is 4.9 out of 5. This means that most people who have used this product are very satisfied with it.

The second definition — and the one which you'll see much more often—states that a differential equation (of any order) is homogeneous if once all the terms involving the unknown function