?1=56?Ω, ?2=12.2?Ω, ??=2?Ω, ??=0.4?Ω, ??=300?Ω, ???=10?.(1) For each circuit (a) and (b), calculate ???, ??? and ???? for ?=50,100 ??? 150. Put your results in a table.3.1(2) Calculate the percentage of change in the values of ???, ??? and ???? corresponding to the change in the value of β for each circuit. (For example, for circuit (a), for a change of the value of β from 50 to 100, the current ???increases by …..%).(3) Based on your calculations in part (2), which bias configuration provides more stability (less sensitive to variations in β. R₁ = 56kN, R₂ = 12.2k, Rc :== 2kN, R₂ = 0.4kN, RB = 300kn, Vcc = 10V.(1) For each circuit (a) and (b), calculate IBQ, ICQ and VCEQ for ß = 50, 100 and 150. Put your resultsin a table.3.1(2) Calculate the percentage of change in the values of IBQ, ICQ and VCEQ corresponding to the changein the value of ß for each circuit. (For example, for circuit (a), for a change of the value of ẞ from50 to 100, the current Ico increases by .....%).(3) Based on your calculations in part (2), which bias configuration provides more stability (lesssensitive to variations in B.VsCcwww(a)VccRBiBRcUBEwwwUCECcwwwwww+1₁R₁R₂VccwwwIco RCVCEQRE(b)

The required parameters can be calculated by using the DC analysis to both the circuits.

Answered: R₁ = 56kN, R₂ = 12.2k, Rc = 2k, R= =…

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

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?1=56?Ω, ?2=12.2?Ω, ??=2?Ω, ??=0.4?Ω, ??=300?Ω, ???=10?.
(1) For each circuit (a) and (b), calculate ???, ??? and ???? for ?=50,100 ??? 150. Put your results in a table.3.1
(2) Calculate the percentage of change in the values of ???, ??? and ???? corresponding to the change in the value of β for each circuit. (For example, for circuit (a), for a change of the value of β from 50 to 100, the current ???increases by …..%).
(3) Based on your calculations in part (2), which bias configuration provides more stability (less sensitive to variations in β.

R₁ = 56kN, R₂ = 12.2k, Rc :
=
= 2kN, R₂ = 0.4kN, RB = 300kn, Vcc = 10V.
(1) For each circuit (a) and (b), calculate IBQ, ICQ and VCEQ for ß = 50, 100 and 150. Put your results
in a table.3.1
(2) Calculate the percentage of change in the values of IBQ, ICQ and VCEQ corresponding to the change
in the value of ß for each circuit. (For example, for circuit (a), for a change of the value of ẞ from
50 to 100, the current Ico increases by .....%).
(3) Based on your calculations in part (2), which bias configuration provides more stability (less
sensitive to variations in B.
Vs
Cc
www
(a)
Vcc
RB
iB
Rc
UBE
www
UCE
Cc
www
www
+1₁
R₁
R₂
Vcc
www
Ico RC
VCEQ
RE
(b)

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