Consider U = 4n + P(x t) lxx u(est) = U (1jt) = 0 (u (x0)...

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Consider U₁₂ = 4₂n + P(x₂ t) lxx u(est) = U₂ (1jt) = 0 (u (x₂0) = f(x) 0<^<1, t>o a) Solve by the methed of eigentanction expansion. by Determine the Green's function. c) If Q(x, t) = P(x) independent of t take the limit as t⇒co of part by in order to determine for the steady state. CO Consider U₁₂ = 4₂n + P(x₂ t) lxx u(est) = U₂ (1jt) = 0 (u (x₂0) = f(x) 0<^<1, t>o a) Solve by the methed of eigentanction expansion. by Determine the Green's function. c) If Q(x, t) = P(x) independent of t take the limit as t⇒co of part by in order to determine for the steady state. CO

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A Solving by the Method of Eigenfunction Expansion The method of eigenfunction expansion involves finding a solution to a given differential equation ... View the full answer