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b) Consider the wave equation 2² u Ət² with boundary conditions and initial conditions J²u əx² 4 0≤x≤n, t≥ 0, u(0, t) =
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b) Consider the wave equation 2² u Ət² with boundary conditions and initial conditions J²u əx² 4 0≤x≤n, t≥ 0, u(0, t) =
b) Consider the wave equation 2² u Ət² with boundary conditions and initial conditions J²u əx² 4 0≤x≤n, t≥ 0, u(0, t) = u(π, t) = 0, t > 0, u(x,0) = sinx, ut(x,0) = 1, 0≤x≤n. Use the method of separation of variables to determine the general solution of this equation.