I have only ever worked with single second-order linear differential equations and I'm not sure how to approach reducing. I tried taking the derivative of the second equation with respect to time twice and substituting \frac{d^2x_1}{dt^2} = -\frac{k_1}{m_1}x_1 - \frac{k_2}{m_1}(x_1 - x_2) and...
Homework Statement
I have 2 walls, 3 springs, and two masses. The masses and springs are not necessarily similar to the other(s).
They are connected in a configuration: Wall-Spring1-Mass1-Spring2-Mass2-Spring3-Wall.
I need to find equation for both masses, given that not all springs are in...