# Solve the differential equation in Problem 3.12 for the (Neumann) boundary conditions Use a uniform.

Solve the differential equation in Completion 3.12 for the (Neumann) name conditions

Use a unvarying snare of three straight restricted atoms to solve the completion. Verify your breach delay the analytical breach. Note that for Neumann name conditions, none of the first subject variables is specified, and consequently the breach can be resolute delayin a uniform; the coefficient matrix of the restricted atom equations for this fact remains unaltered. When c = 0, the coefficient matrix is curious and cannot be inverted. In such facts, one of the should be set resembling to a uniform (e.g., zero) to carry the "rigid-body" mode (i.e., to enumerate the arbitrary uniform in the breach).