1. The problem statement, all variables and given/known data A television channel is assigned the frequency range from 54 MHz to 60 MHz. A series RLC tuning circuit in a TV receiver resonates in the middle of this frequency range. The circuit uses a 16 pF capacitor. Inductor is .487 micro Henries. In order to function properly, the current throughout the frequency range must be at least 50% of the current at the resonance frequency. What is the minimum possible value of the circuit's resistance? 2. Relevant equations I=V/Z Z=sqrt(R^2+(omegaL-(omegaC)^-1)^2) omega=2pi(frequency) 3. The attempt at a solution I'm kinda lost on this one. I tried setting .5(V/Z1)=(V/Z2) and solving for R. Z1 is using the 57MHz and Z2 is using 54 or 60 MHz, neither gave me a correct answer. I meant to put "finding a value" instead of "changing values of," sorry.