A vector field in polar coordinates has the form F(r,0) f(r,0)u, + g(r,0)ue, where the unit...

Transcribed Image Text:

A vector field in polar coordinates has the form F(r,0) f(r,0)u, + g(r,0)ue, where the unit vectors are denoted u, and ug and are defined as u, = cos Oi + sin 0j and ue = - sin Oi + cos 0j. Sketch the following vector field and express it in Cartesian coordinates. F= ur А. O B. OC. D. What is the vector field in Cartesian coordinates? 1 O A. F= VX- + 1 (x.y) F = В. 2+y? 1 F = {-у, - х) X + 1 OD. F = (y,x) Clielk t B. A vector field in polar coordinates has the form F(r,0) f(r,0)u, + g(r,0)ue, where the unit vectors are denoted u, and ug and are defined as u, = cos Oi + sin 0j and ue = - sin Oi + cos 0j. Sketch the following vector field and express it in Cartesian coordinates. F= ur А. O B. OC. D. What is the vector field in Cartesian coordinates? 1 O A. F= VX- + 1 (x.y) F = В. 2+y? 1 F = {-у, - х) X + 1 OD. F = (y,x) Clielk t B.

Answer rating: 100% (QA)

CLIP FROM ... View the full answer