A) Discretize the ordinary differential equation d'T + B,T = Q, cos (,); dx L with...

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A) Discretize the ordinary differential equation d'T + B,T = Q, cos (","); dx L with boundary conditions T(-) = T using a, = 4, Bo = 1, Qo = 100 and L = 10 Apply a discretization size h = 2. B) Solve by separation of variables the following partial differential equation using the boundary condition u(a, t) = ua with ua > 0. Get the initial condition when solving the stationary case. Suppose that p, q and p they are constant positive. 1 ôu +qu(x,t)=0 A) Discretize the ordinary differential equation d'T + B,T = Q, cos (","); dx L with boundary conditions T(-) = T using a, = 4, Bo = 1, Qo = 100 and L = 10 Apply a discretization size h = 2. B) Solve by separation of variables the following partial differential equation using the boundary condition u(a, t) = ua with ua > 0. Get the initial condition when solving the stationary case. Suppose that p, q and p they are constant positive. 1 ôu +qu(x,t)=0