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Integrate |3y-2x|dA where D(domain) is the parallelogram with vertices (0,0), (1,1),(2,1),(3,2).
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Not sure how to deal with the absolute value...
absolute value just means that the function that you will integrate is always positive. So this integral will give you the volume.
due to D, i probably will have to break it into two integrations, but i still am not clear about the approach to take for the absolute value....
read my previous answer
i did, not many hints i can go with...
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|dw:1354007447766:dw| just I am not sure this is a parallelogram...
|dw:1354007643822:dw|
|dw:1354007716002:dw|
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