For the physical situation represented below, the small coil connected to the battery is moved at a steady rate from left to right through the larger coil connected to the meter. This results in the fraction of the magnetic field generated by the smaller coil being inside the larger coil going from zero to 100% (at a constant rate) in 2 seconds, then staying at 100% for 1 second, and then returning to zero (at a constant rate) in 2 seconds. The lengths of both coils are 2 em. Plot the current measured as a function of time for the five second period described. For full credit, carefully justify both your values and signs. (25 points) - current d= 2 cm D = 8 cm R = 0.0 03 52 (Real-world notes: for this problem, we are neglecting internal resistance of both the battery and the meter, assuming the battery can supply as much current as the load tries to draw, and the wires can handle as much current as you try to put through them. This makes a simpler problem, but values would be quite different if accounted for these real-world limitations.)