**1. The problem statement, all variables and given/known data**

A thin wire carries current along an arbitrary path, but when it passes through the origin, it is in the +y direction. Denote the magnitude of the current is 9.10A and we consider a point in space whose location is r = (-0.730m)*i + (0.390)*k.

Find the contribution to the magnetic field at the point being considered due only to the 0.500mm-long section of the wire centered at the origin.

The answer should be in the following format:

(dBx, dBy, dBz) = [ ] nT

**2. Relevant equations**

Biot-Savart Law:

(μo/4∏)*[I*(dL x r_hat)/(|r|^2)]

**3. The attempt at a solution**

So since there is no z-component in r, Bz should be 0. And since j x j = 0, By should also be 0.

For Bx, dl x r_hat should be r_vector/|r| -[itex]\widehat{k}[/itex] right?

I have a feeling I’m not doing the cross products correctly so I apologize in advance for my difficulty understanding this.

http://ift.tt/Nyg4qv