Question: Let D C R2 be the disc centered at the origin with radius R and let y) = '.ry2 and y) = y:r2. Verify

Let D C R2 be the disc centered at the origin with

Let D C R2 be the disc centered at the origin with radius R and let y) = '.ry2 and y) = y:r2. Verify that Green's Theorem is true by computing the left-hand side (the line integral) and the right-hand side (surface integral) of result.

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