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1. The 10M resistor (all resistor values are in Ohms and M = million) represents a scope input resistance. Calculate the voltage across the 2M resistor and compare (% error) to the ideal case. An ideal scope input resistance is the same as an ideal internal resistance of a voltmeter. 15V dc 100k ww 2M 10M Replace the 2M resistor with a 100K resistor and calculate the voltage across the 100K resistor and compare (% error) to the ideal case. For which resistor value (2M or 100K) does the scope have the greatest "loading" effect? Justify your answer.

1. The 10M resistor (all resistor values are in Ohms and M = million) represents a scope input resistance. Calculate the voltage across the 2M resistor and compare (% error) to the ideal case. An ideal scope input resistance is the same as an ideal internal resistance of a voltmeter. 15V dc 100k ww 2M 10M Replace the 2M resistor with a 100K resistor and calculate the voltage across the 100K resistor and compare (% error) to the ideal case. For which resistor value (2M or 100K) does the scope have the greatest "loading" effect? Justify your answer.

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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1. The 10M resistor (all resistor values are in Ohms and M = million) represents a scope input resistance. Calculate the voltage across the 2M resistor and compare (% error) to the ideal case. An ideal scope input resistance is the same as an ideal internal resistance of a voltmeter. 15V dc 100k 2M 10M Replace the 2M resistor with a 100K resistor and calculate the voltage across the 100K resistor and compare (% error) to the ideal case. For which resistor value (2M or 100K) does the scope have the greatest “loading” effect? Justify your answer.
Transcribed Image Text:1. The 10M resistor (all resistor values are in Ohms and M = million) represents a scope input resistance. Calculate the voltage across the 2M resistor and compare (% error) to the ideal case. An ideal scope input resistance is the same as an ideal internal resistance of a voltmeter. 15V dc 100k 2M 10M Replace the 2M resistor with a 100K resistor and calculate the voltage across the 100K resistor and compare (% error) to the ideal case. For which resistor value (2M or 100K) does the scope have the greatest “loading” effect? Justify your answer.
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