Solution: Solve the following PDE: u_u x=a^2 u_x x+ sin (2 π)/(l) x sin (2 a π)/(l) t(00) u(0, t)=0, u(l, t)=0 u(x, 0)=0, u_t(x,
Question: Solve the following PDE:
\(u_{u x}=a^{2} u_{x x}+\sin \frac{2 \pi}{l} x \sin \frac{2 a \pi}{l} t(0
\(u(0, t)=0, u(l, t)=0\)
\(u(x, 0)=0, u_{t}(x, 0)=0\)
Deliverable: Word Document 
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