Win_odd Dhamnekar
Junior Member
- Joined
- Aug 14, 2018
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- 207
For a region R bounded by a simple closed curve C, show that the area A of R is [math]A = -\displaystyle\oint_C ydx = \displaystyle\oint_C xdy = \frac12 \displaystyle\oint_C xdy -ydx,[/math]where C is traversed so that R is always on the left. (Hint: Use Green’s Theorem and the fact that A =[imath]\displaystyle\iint\limits_R 1dA)[/imath]
How to answer this question? What is the answer to this question?
Any math help or even correct answer will be accepted.
How to answer this question? What is the answer to this question?
Any math help or even correct answer will be accepted.