1. The problem statement, all variables and given/known data An alternating current generator consisting of a rectangular loop of length a = 0.1xm and width b = 0.1ym with N= 1w0 turns is rotated at a frequency f = 1.z Hz in a uniform magnetic field B= 0.1 T which points into the page. A load resistance R = 10 Ω completes the generator circuit. At time t = 0, the loop is momentarily vertical (Parallel to B really). x,y and z are known constants. (a) What is the induced emf in the circuit at t =0? (b) Calculate the current in the loop when it has rotated through an angle of π/6 radians. (c) Calculate the time-averaged power developed in the circuit over a complete revolution. Hint: calculate the average value of sin(2θ) 2. Relevant equations emf = NABωsin(ωt). ω = θ(in radians) x f. emf = IR. 3. The attempt at a solution The emf is 0 at t = 0 due to sin(0) = 0. For part (b), how do you find t? Is t = 1/f? Finally, I calculated the average value of sin(2θ) for part (c) but have no clue where to go from there. Any suggestions would be great! Thanks.