Show that F(x, y, z) = cos(xyz) (yzi + xzj + xyk) is conservative

Colt87

New member
Joined
Apr 20, 2018
Messages
6
F(x, y, z) = cos(xyz) (yzi + xzj + xyk)

Hey i have this problem i haven't seen before. I'm just not sure what to do at the beginning. I have to show that it is conservative which i know how to do but, am i suppose to multiply the cos(xyz) into the vector first?

Like F(x, y, z) = (cos(xyz)yzi + cos(xyz)xzj + cos(xyz)xyk)?
 
Top