Let S be the surface of the cylinder (not including the top and bottom) of radius 2 for 1 ‰¤ z ‰¤ 6, oriented with outward-pointing normal (Figure 16).
(a) Indicate with an arrow the orientation of ˆ‚S (the top and bottom circles).
(b) Verify Stokes' Theorem for S and F = (yz2, 0, 0)?

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FIGURE 16