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Using green's theorem show that
the area bounded by a simple closed curve C is given by (1/2).∫ (xdy - y dx) where the integral is taken in the anticlockwise direction around C ---------------------------------------------- ----------------------------------------------- Compare the integral with greeen's theorem and apply the theorem to change over to a double integral answer and some steps are given below ================ * * ================ ![]() other problems on applications of integration like area ,volume etc integration formulae problems on integration |
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