Suppose the received signal at a base station from a transmitted cell phone is modeled by Po,dBm - 20 log- PR.dBm To Po,dBm- 40 log 2πhthr X To TO r

Please && thank you! Please use "jw" notation if possible as that is easier for me to understand, for now.

5) Consider the RLC tank circuit shown in Figure 4 being driven by an AC current source. Current Source (→ Imn R_L V_Out a) Calculate the amplitude response Vout as a function of the frequency w of the current source. Use wo = 1/ Figure 4: RLC resonator for prelab Problem PL5. √LC for the resonant frequency (rad/sec). What is the magnitude of the complex amplitude response G(w) = |H(w)|? If the current has amplitude Io, what is the voltage Von resonance at frequency wo? Note that in this case, H(w) = Vout(W)/Io (w), where Io(w) is the current emitted by the current source. b) Calculate the detuning Aw required to reduce G(w) by √√2, which is the 3dB point of the resonator. The detuning is the frequency shift away from the resonant frequency. Use this to determine the bandwidth BW and to calculate the Q of the filter. Express your results in terms of R₁, L, and C. Hint: you will want to set your expression for G(w) = 1/√√2 and evaluate your expression for small changes from the…

Please solve it asap