Let F = < xyz, xy, x²yz > curlF dS, where Use Stokes' Theorem to evaluate cur S consists of the top and the four sides (but not the bottom) of the cube with one corner at (2.2.2) and the diagonal corner at (3.3.3). Preview Hint: Use the fact that if S₁ and S2 share the same boundary curve C that curlF.dS == = √F-dr = √√ cu curlF.ds