Given the vector field À in cylindrical coordinates: A = cos OP- sin (a) [5 marks] Find the divergence of A. (b) [5 mark

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Given the vector field À in cylindrical coordinates: A = cos OP- sin (a) [5 marks] Find the divergence of A. (b) [5 mark

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Given The Vector Field A In Cylindrical Coordinates A Cos Op Sin A 5 Marks Find The Divergence Of A B 5 Mark 1
Given The Vector Field A In Cylindrical Coordinates A Cos Op Sin A 5 Marks Find The Divergence Of A B 5 Mark 1 (71.48 KiB) Viewed 20 times
Given the vector field À in cylindrical coordinates: A = cos OP- sin (a) [5 marks] Find the divergence of A. (b) [5 marks] Find the curl of Ă. (c) [5 marks] Convert A into the Cartesian coordinate system. @[5 marks] Check your answers in parts (a) and (b) by finding the divergence and curl of A in Cartesian coordinates. (e) [5 marks] Is this field conservative, solenoidal, or both?
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