Recent content by Kevin Qi

Hi HallsofIvy, Thanks for taking the time to help me! Just to make sure that I got this right: Can you say that the specific solution vector is the "Pseudo-Origin" of the non-homogeneous equation' solution space, in the same way the 0 vector is the origin of the homogeneous equation's solution...

Could you clarify on what level of MC questions you want? High school level? College level? Olympiad problems?

Hello everyone! I'm glad to become a part of Physics Forums. I will be attending college this fall as an Engineering Physics major. I'm hoping that I would learn lots from everyone on here, and perhaps help a few along the way! Thanks!

Hello, I noticed that the solution of a homogeneous linear second order DE can be interpreted as the kernel of a linear transformation. It can also be easily shown that the general solution, Ygeneral, of a nonhomogenous DE is given by: Ygeneral = Yhomogeneous + Yparticular My question: Is it...