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Q2: Two resistors connected in series and at differing temperature are shown below. (a) Derive relations for the noise – equivalent resistor and temperature Reg, Teg. (b) Calculate Reg, Teg for the specific case where: R1 1kΩ , R 2kΩ , Τ1 300°k , T2 390°k EE R1 „T Req Teq R2 ,T2 R1T,+R2T2 Ans: (a) (b) Teg = 360°k R1+R2

Q2: Two resistors connected in series and at differing temperature are shown below. (a) Derive relations for the noise – equivalent resistor and temperature Reg, Teg. (b) Calculate Reg, Teg for the specific case where: R1 1kΩ , R 2kΩ , Τ1 300°k , T2 390°k EE R1 „T Req Teq R2 ,T2 R1T,+R2T2 Ans: (a) (b) Teg = 360°k R1+R2

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Q2: Two resistors connected in series and at differing temperature are shown below. (a) Derive relations for the noise – equivalent resistor and temperature Reg, Teg. (b) Calculate Reg, Teg for the specific case where: R1 1kN, R2 = 2kn, T 300°k , T, = 390°k EE R1 „TI Req ,Teq R2 ,T2 Ans: (a) RT+R2T2 () Теq = 360°k R1+R2
Transcribed Image Text:Q2: Two resistors connected in series and at differing temperature are shown below. (a) Derive relations for the noise – equivalent resistor and temperature Reg, Teg. (b) Calculate Reg, Teg for the specific case where: R1 1kN, R2 = 2kn, T 300°k , T, = 390°k EE R1 „TI Req ,Teq R2 ,T2 Ans: (a) RT+R2T2 () Теq = 360°k R1+R2
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