Consider the integral ∫2_0∫√(4−y)_0 f(x,y)dxdy. If we change the order of integration we obtain the sum of two integrals: ∫b_a∫g2(x)_g1(x) f(x,y)dydx+∫d_c∫g4(x)_g3(x) f(x,y)dydx
a= b=
g1(x)= g2(x)=
c= d=
g3(x)= g4(x)=

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