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2.) using antisymmetric property of Levi-Civita symbol show that A(dot)B x C=B(d

ID: 2125252 • Letter: 2

Question

                                

2.) using antisymmetric property of Levi-Civita symbol show that A(dot)B x C=B(dot)C x A= -A (dot) x B                             

                                

3.) Show that ---------gradient=V in this case since i dont have the symbol                             

                                A) Vr = r                             

                                B) Vr = 1                             

                                C)V(dot)r =3                             

                                D) V x r =0

Explanation / Answer

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