Three small squares, S1, S2, and S3, each with side 0.1and centered at the point (4, 5

Chapter 20, Problem 28

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Three small squares, S1, S2, and S3, each with side 0.1and centered at the point (4, 5, 7), lie parallel to the xy-,yz- and xz-planes, respectively. The squares are orientedcounterclockwise when viewed from the positive z-, x-,and y-axes, respectively. A vector field G has circulationaround S1 of 0.02, around S2 of 6, and around S3 of5. Estimate curl G at the point (4, 5, 7) .

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