For the Circuit shown,Let:VCC = 3.3V R1 = 85 kΩRE = 500 Ω R2 = 35 k ΩRC = 4k Ω β = 150Using approximation, determine the Q-point parameters: IBQ, ICQ, and VCEQ. Indicate the exact numerical values, following the given unit. For the circuit shown, let Vcc 3.3 V, RE = 500 Q, Rc = 4 k2, R1 = 85 kQ,-35 kQ, and B 150.%3D%3D%3DR2VccVCEQUsing approximation, determine the Q-point parameters: Igq, IcQ, andVCEQ- Indicate the exact numerical values, following the given unit.Answers:Ico=HAVCEQV (in 4 decimal places)ww

Answered: Image /qna-images/answer/72060104-e1c9-42d0-83c1-fd977fd57afe.jpg

For the Circuit shown, Let: VCC = 3.3V R1 = 85 kΩ RE = 500 Ω R2 = 35 k Ω RC = 4k Ω β = 150 Using approximation, determine the Q-point parameters: IBQ, ICQ, and VCEQ. Indicate the exact numerical values, following the given unit.

For the Circuit shown, Let: VCC = 3.3V R1 = 85 kΩ RE = 500 Ω R2 = 35 k Ω RC = 4k Ω β = 150 Using approximation, determine the Q-point parameters: IBQ, ICQ, and VCEQ. Indicate the exact numerical values, following the given unit.

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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Question

For the circuit shown, let Vcc 3.3 V, RE = 500 Q, Rc = 4 k2, R1 = 85 kQ,
-35 kQ, and B 150.
%3D
%3D
%3D
R2
Vcc
VCEQ
Using approximation, determine the Q-point parameters: Igq, IcQ, and
VCEQ- Indicate the exact numerical values, following the given unit.
Answers:
Ico=
HA
VCEQ
V (in 4 decimal places)
ww

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