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Consider the linear variable coefficient second-order ODE y" (x) + p(x)y'(x) + ()y(t) = 0, r>0, where p, q are given fun
Posted: Wed May 11, 2022 5:22 am
by answerhappygod
- Consider The Linear Variable Coefficient Second Order Ode Y X P X Y X Y T 0 R 0 Where P Q Are Given Fun 1 (20.09 KiB) Viewed 27 times
Consider the linear variable coefficient second-order ODE y" (x) + p(x)y'(x) + ()y(t) = 0, r>0, where p, q are given functions of the independent variable. Two solutions of the ODE are y1 = ln(32) and y2 = sin(x). The Wronskian of y1 and y2 for the differential equation is, W cos(1) sin(2) In(32) + sin() cos(2) In(3x) + T cos(2) sin (2) In(31) . sin(a) cos(2) In(32) -