Evaluate ∫01∫x1ey2dydx\int_0^1 \int_x^1 e^{y^2} dy dx∫01∫x1ey2dydx by reversing the order of integration.
12(e−1)\frac{1}{2}(e-1)21(e−1)
e−1e-1e−1
12(e+1)\frac{1}{2}(e+1)21(e+1)
e2−1e^2-1e2−1