Three coordinate systems (x,y,z.), (X,Y,Z), (xy, Z), with their origins at the same point, are related...

  

Transcribed Image Text:

Three coordinate systems (x,y,z.), (X,Y,Z), (xy, Z), with their origins at the same point, are related in the following way: (x,y,z,) is obtained from (x,y,z) by a positive (counter clockwise) rotation of 90 about y-axis. (X,,Z ) is obtained from (x,, y, z) by a positive (counter clockwise) rotation of 90 about x-axis. The same vectors components used in the previous problem u, v,w are expressed with respect to frame (xy, Z). 1- Express each of these three vectors with respect to frame (x,y,z). Three coordinate systems (x,y,z.), (X,Y,Z), (xy, Z), with their origins at the same point, are related in the following way: (x,y,z,) is obtained from (x,y,z) by a positive (counter clockwise) rotation of 90 about y-axis. (X,,Z ) is obtained from (x,, y, z) by a positive (counter clockwise) rotation of 90 about x-axis. The same vectors components used in the previous problem u, v,w are expressed with respect to frame (xy, Z). 1- Express each of these three vectors with respect to frame (x,y,z).

Answer rating: 100% (QA)

To express each vector with respect to the frame x y z we need to perform the i... View the full answer