1. The problem statement, all variables and given/known data A metal rod of length 14 cm and mass 80 grams has metal loops at both ends, which go around two metal poles. The rod is in good electrical contact with the poles but can slide freely up and down. A magnet supplies a large uniform magnetic field B in the region of the rod. When the rod is not connected to a battery, and no current runs through it, if it is released in the position shown in the diagram, it falls downward until it hits the table. However, when the metal poles are connected by wires to a battery, and a 3 ampere conventional current flows through the rod in the direction shown, the rod remains at rest when released in the position shown, and does not fall. In the diagram +x is to the right, +y is up, and +z is out of the page. What is the magnitude of the magnetic field due to the large magnet, at the location of the rod? (The magnetic fields due to the current in the current in the circuit are negligible compared to the magnetic field of the magnet). Bmagnitude =_______ Tesla What is the direction of the magnetic field due to the large magnet, at the location of the rod? _________ 2. Relevant equations Fmagnetic = I[tex]\Delta[/tex]L x B eE = qvB F = qv x B I = qnAv 3. The attempt at a solution I don't even really know where to start. I feel like I don't have enough information. I have I, L and weight. If v = I/qnA, I plug this into F = q(I/qnA) x B = (I/nA) x B but I still don't know n or A... I'm so lost. Please help!