understanding nonhomogeneous linear differential equation formula – math.stackexchange.com

For the equation $y'=a(x)y+b(x)$ we can express the function y as $$y=C(x)\exp{ \int_{x_0}^x}{a(s)ds}$$ Which means that if we find the function $C(x)$ we'll have ourselves a solution. Now, my ...

from Hot Questions - Stack Exchange OnStackOverflow
via Blogspot

Share this

Google Facebook Twitter More

• Digg
• Linkedin
• Stumbleupon
• Delicious
• Tumblr
• BufferApp
• Pocket
• Evernote

Unknown