B.1 Divergence Theorem a. Give the divergence theorem, defining all quantities involved, in three dimensions in its stan

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B 1 Divergence Theorem A Give The Divergence Theorem Defining All Quantities Involved In Three Dimensions In Its Stan 1 (28.48 KiB) Viewed 38 times

B.1 Divergence Theorem a. Give the divergence theorem, defining all quantities involved, in three dimensions in its standard integral form. in three dimensions in infinitesimal form as seen in the lecture. in one dimension in integral form. b. Derive the following general identities V x Vo =0, V. (a) = a. Vo + o.a. where o and a are scalar and a vector fields respectively. c. Derive the following specific identities Vr" = nr"-2r, (a. Vr = a, where r is the standard distance and a is a vector field.