Reference no: EM132154056

Problems -

Problem 1 - The transistor parameters for the circuit in figure are β = 100 and V_A = ∞.

(a) Design the circuit such that it is bias stable and that the Q-point is in the centre of the load line.

(b) Determine the small-signal voltage gain of the designed circuit.

Problem 2 - For the circuit in figure, the transistor parameters are β = 100 and V_A = ∞.  

Design the circuit such that I_CQ = 0.25 mA and V_CEQ = 3V.

Problem 3 - Consider the circuit shown in problem one figure. Assume R₁ = 33kΩ and R₂ = 50 kΩ. The transistor parameters are β = 100 and V_A = ∞. Determine the maximum undistorted swing in the output voltage if the total instantaneous E-C voltage is to remain in the range 0.5 ≤ v_EC ≤ 3V.

Problem 4 - For the transistor in figure, β = 80 and VA = 150 V.

(a) Determine the dc voltage at the base and emitter terminals.

(b) Calculate the small-signal parameters g_m, r_π, and r_o.

(c) Determine the small-signal voltage gain and current gain.

(d) Repeat part (c) if a 2kΩ source resistor is in series with the v_s signal source.