Recent content by mobay

Ok I will see what I can do, sorry I forgot but I_2 = 2 [A] and I_1=6\pi [A]. I am still trying to get a handle on latex

Do you mean that since the current is moving in the positive \hat{a_x} that I apply the right hand rule? If so then the result is that the force is directed in the negative \hat{a_x} direction. Therefore, \vec{B}=\frac{-{\mu}_0\,I_1}{2\pi\,y} \hat{a_x} At this point I integrate the and...

Homework Statement An infinitely long line of current $I_1=6[A]$ is following along the positive z-axis in the direction of +$\hat{a_z}$. Another current is following a triangular loop counter clockwise from the points A(0,2,2), B(0,6,2) and C(0,6,6). Homework Equations To start I applied...