1. The problem statement, all variables and given/known data A sort of 'projectile launcher' is shown in the figure above. A large current moves in a closed loop composed of fixed conducting rails, a power supply, and a very light, almost frictionless metal bar touching the rails. A magnetic field is perpendicular to the plane of the circuit. If the bar has length L = 15.5 cm, mass m = 1.44 g, and is placed in a field of 1.96 T, what constant current flow is needed in order for it to accelerate to 30 m/s in a distance of 1.0 m? •Start by finding the magnetic force on the bar, which determines its acceleration via Newton's second law F = ma. •The kinematic relation v2 = 2ax may be helpful (where v is the velocity attained by an object having acceleration a over a distance x.) 2. Relevant equations F = I*B*L (current, magnetic field, length) F = m*a v^2 = 2ax where v is the velocity of object with an acceleration of a/x and x being the distnace 3. The attempt at a solution F = I*B*L 43.2 = I*(1.96T)(15.5*10^-2cm) I tried solving for I that way, which didn't work I tried the velocity using the v^2 = 2ax equation that was given and I got 7.746 But I'm not quite sure what to do with this.