∫(0->2) [ π^2 -y.e^y ] dy=π^2 .[x]| (0->2) - ∫(0->2) y de^y =2π^2 - [y.e^y]|(0->2) + ∫(0->2) e^y dy=2π^2 - 2e^2 + [e^y]|(0->2) =2π^2 - 2e^2 + e^2 - 1=2π^2 - e^2 - 1
∫<0,x>(x^x-ye^y)dy=[x^x*y-(y-1)e^y]|<0,x>=x^(x+1)-(x-1)e^x+1.