Help me solve the two questions in the images please
Extracted text: 2. A rectangular plate is bounded by the lines x=0, y=0, x = 3, y=2. Determine the potential distribution u(x, y) over the rec- tangle using the Laplace equation и + =0, subject to the following ax2 boundary conditions: и(0, у) — 0 и(3, у) — 0 и(х, 2) — 0 и(х,0) — х(3 — х) 0<><3 ду?=""><><2,><><2,><><>
Extracted text: 1. A rectangular plate is bounded by the lines x=0, y=0, x=1 and y=3. Apply the a?u a?u Laplace equation =0 to deter- ax2 mine the potential distribution u(x, y) over the plate, subject to the following boundary conditions: u=0 when x=0 0<><2, u="0" when="" x="1"><><2, u="0" when="" y="2"><><1, u="5" when="" y="3"><><>