Find the values of π’(π₯,π‘) satisfying the parabolic equation π’π‘ = 4π’π₯π₯
Find the values of π’(π₯,π‘) satisfying the parabolic equation π’π‘ = 4π’π₯π₯ and the boundary conditions π’(0,π‘) = 0 = π’(8,0) and π’(π₯,0) = 4π₯ β π₯2/2 at the points π₯ = π βΆ π = 0,1,2,β¦,8 and π‘ =β¦
