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Question 1: Let c be the boundary of the region enclosed between . Evaluate by green’s theorem.

Question 2: Evaluate the given integral using green’s theorem.

where c is the rectangle bounded by.

Q.1 Solution

Q.2 Solution

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Solution idea

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M

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@cyberian said in MTH721 Assignment 1 Solution and Discussion:

Question: 5 Marks: 5 Show that in a principal ideal domain, every nonzero prime ideal is maximal.

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