Stokes' theorem is given by curlF n ds = |E dr, which is a generalization of Green's theorem. i) State TWO (2) dissimilarities between Green's and Stokes' theorems. ii) Applying the Green's and...


Stokes' theorem is given by<br>curlF n<br>ds = |E dr,<br>which is a generalization of Green's theorem.<br>i)<br>State TWO (2) dissimilarities between Green's and Stokes' theorems.<br>ii)<br>Applying the Green's and Stokes' theorems, state THREE (3) properties to<br>describe a curve C which bounded the region S.<br>iii)<br>State ONE (1) application of Stokes' theorem in the field of engineering.<br>iv)<br>Given F(x,y, z) = xzị + 3yj + yzk be a vector function that passes through a<br>surface S of z+x² + y? = 4 that lies above z 0, which is positively<br>oriented. Sketch the surface S based on the given information, then<br>evaluate ff, curl F n ds by using Stokes' Theorem.<br>

Extracted text: Stokes' theorem is given by curlF n ds = |E dr, which is a generalization of Green's theorem. i) State TWO (2) dissimilarities between Green's and Stokes' theorems. ii) Applying the Green's and Stokes' theorems, state THREE (3) properties to describe a curve C which bounded the region S. iii) State ONE (1) application of Stokes' theorem in the field of engineering. iv) Given F(x,y, z) = xzị + 3yj + yzk be a vector function that passes through a surface S of z+x² + y? = 4 that lies above z 0, which is positively oriented. Sketch the surface S based on the given information, then evaluate ff, curl F n ds by using Stokes' Theorem.

Jun 04, 2022
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