1. ## Vector Field

There is a vector field G in $R^3$ such that: ?

$curl G = xy^2i+yz^2j+zx^2k$

2. The divergence of the curl of any vector field is 0. So find div(curl G) and see if it's zero or not. Do you know how to find the divergence of a vector field?

3. Originally Posted by Random Variable
The divergence of the curl of any vector field is 0. So find div(curl G) and see if it's zero or not. Do you know how to find the divergence of a vector field?
Yes thank you. Not exist the vector field to this curl