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1. A). Determine the output voltage vo for the following circuit and B). specify the linear range for vs. Assume Vcc = 12 V and Vo = 1 V. Remember your op-amp rules! The voltage source Vo changes the gain equation slightly so don't just use an inverting or non-inverting equation. Hint: The 100 ks resistor doesn't contribute to the gain equation. The linear (or dynamic) range is the range (max/min) that vs can be to get as close to Vcc without saturation/clipping. Using your gain equation that describes the relationship for vo as a function of v₁, calculate what vs is when vo= 15 and vo= (-)15. Express linear range in terms of min ≤ vs s max. 200 ΚΩ

1. A). Determine the output voltage vo for the following circuit and B). specify the linear range for vs. Assume Vcc = 12 V and Vo = 1 V. Remember your op-amp rules! The voltage source Vo changes the gain equation slightly so don't just use an inverting or non-inverting equation. Hint: The 100 ks resistor doesn't contribute to the gain equation. The linear (or dynamic) range is the range (max/min) that vs can be to get as close to Vcc without saturation/clipping. Using your gain equation that describes the relationship for vo as a function of v₁, calculate what vs is when vo= 15 and vo= (-)15. Express linear range in terms of min ≤ vs s max. 200 ΚΩ

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. A). Determine the output voltage vo for the following circuit and B). specify the linear range for vs. Assume Vcc = 12 V and Vo = 1 V. Remember your op-amp rules! The voltage source Vo changes the gain equation slightly so don't just use an inverting or non-inverting equation. Hint: The 100 kn resistor doesn't contribute to the gain equation. The linear (or dynamic) range is the range (max/min) that vs can be to get as close to Vcc without saturation/clipping. Using your gain equation that describes the relationship for vo as a function of v5, calculate what vs is when vo = 15 and vo= (-)15. Express linear range in terms of min ≤ vs s max. 200 ΚΩ 2kQ2 100 ΚΩ Vo Vcc=15 V
Transcribed Image Text:1. A). Determine the output voltage vo for the following circuit and B). specify the linear range for vs. Assume Vcc = 12 V and Vo = 1 V. Remember your op-amp rules! The voltage source Vo changes the gain equation slightly so don't just use an inverting or non-inverting equation. Hint: The 100 kn resistor doesn't contribute to the gain equation. The linear (or dynamic) range is the range (max/min) that vs can be to get as close to Vcc without saturation/clipping. Using your gain equation that describes the relationship for vo as a function of v5, calculate what vs is when vo = 15 and vo= (-)15. Express linear range in terms of min ≤ vs s max. 200 ΚΩ 2kQ2 100 ΚΩ Vo Vcc=15 V
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