. Given the relationship between Cartesian and cylindrical coordinates (p, p, z), x = p cos y y = p sin o and the relationship between Cartesian unit vectors and cylindrical unit vec- tors (p, e, k) : i = cos op – sin pộ j = sin yp + cos pp k = k Prove that se pap Te dz 1af Vf(p,e, 2) =
. Given the relationship between Cartesian and cylindrical coordinates (p, p, z), x = p cos y y = p sin o and the relationship between Cartesian unit vectors and cylindrical unit vec- tors (p, e, k) : i = cos op – sin pộ j = sin yp + cos pp k = k Prove that se pap Te dz 1af Vf(p,e, 2) =
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