Question: { (3) Exercise 3 We consider the problem: -(a(r)u' (z))' = f(1) ire (0,1) u(0) = u(1) = 0 Denote 12 =10, 11 an open

{ (3) Exercise 3 We consider the problem: -(a(r)u' (z))' =

{ (3) Exercise 3 We consider the problem: -(a(r)u' (z))' = f(1) ire (0,1) u(0) = u(1) = 0 Denote 12 =10, 11 an open set, h NHI,N > 0 and r; = ih. We consider the space of continuous piecewise linear function. Vh V = {th c C(0, 1)/(Tilt+1) + P, i

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