- #1
gcooke
- 5
- 0
Hello. I am stuck trying to find an understandable answer to this online:
Carry out the following operations on the vector field A reducing the results to their simplest forms:
a. (d/dx i + d/dy j + d/dz k) . (Ax i + Ay j + Ax k)
b. (d/dx i + d/dy j + d/dz k) x (Ax i + Ay j + Ax k)
I know this is a dot product and cross product thing, and I think that A should become "integral Anda" (div) but I'm not sure what to do with the curl for b.
I can't find this worked out online. Can anyone direct me to a source?
Thank you!
Graham.
Carry out the following operations on the vector field A reducing the results to their simplest forms:
a. (d/dx i + d/dy j + d/dz k) . (Ax i + Ay j + Ax k)
b. (d/dx i + d/dy j + d/dz k) x (Ax i + Ay j + Ax k)
I know this is a dot product and cross product thing, and I think that A should become "integral Anda" (div) but I'm not sure what to do with the curl for b.
I can't find this worked out online. Can anyone direct me to a source?
Thank you!
Graham.