To explore how different the computation can be if we have different integration orders, consider the integral Jfce xe over the rectangle R: 0≤x≤2, -1 ≤ y ≤ 3. -zy dA 1. Rewrite the double integral as an interated integral. 2. Evaluate the integral. Show all your work. 3. Explain why you decided between the order of integration between dx dy and dy dx. Note: While you can do this either way, there is an order that might be easier to deal with than the other.

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