D = 20 log (K)+20 x (k2 - k₁) log (wa) = 20 log (0.8)-20 x 1 x log (0.1) = 18.06 dB draw bode diagram with very detiales pls slve fast Bode Diagram: Problem 3 (17+1-4) Step 1. H(jw) G (j) = 0.8 x -(+1) Step 2. Draw table as below Factor Type (Corner/Break) Slope frequency (jw)' pole -20 x 1 (Starting slope) zero √8=2.82 √10 = 3.16 (+1) (+1-pole +20 x 2 -20 x 2 Step 3. Starting frequency w = 0.1. Step 4. Starting magnitude = 18.06 dB, Step 5. Phase angle =-90 + tan-(+) w(rad/sec) (deg) 0.1 0.28 -tan-15 1-to 2.8 3.16 28.3 31.6 -89.8 -89.2 -70.5 -72-90 -90 Ju +20 3 ta

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A parallel R-L-C circuit is fed by a constant current source of variable frequency. The circuit resonates at 100 kHz and the Q-factor measured at this frequency is 5. Find the frequencies at which the amplitude of the voltage across the circuit falls to (a) 70.7% (b) 50% of the resonant frequency amplitude.

Find transfer function Eo(s)/Ei(s) Do it my complex impediance method and show diagram Give right answer do each steps