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1) If the given waveforms are the inputs of AND gate draw the output waveform. 1 1 1 C 2) The above given waveforms are the inputs of OR gate draw the output waveform. 3) Waveform a is the input of a NOT gate draw

1) If the given waveforms are the inputs of AND gate draw the output waveform. 1 1 1 C 2) The above given waveforms are the inputs of OR gate draw the output waveform. 3) Waveform a is the input of a NOT gate draw

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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**Title: Understanding Logic Gate Waveform Outputs** **1) AND Gate Output:** - **Inputs:** The waveforms labeled as a, b, and c represent the inputs to an AND gate. - **Task:** Draw the output waveform from this AND gate. - **Logic:** The AND gate outputs a high signal (1) only if all inputs are high (1). Analyze the segments where a, b, and c are simultaneously high to determine the regions where the output will be high. **Waveform Diagram Explanation:** - **a:** Alternates between high (1) and low (0) states at regular intervals. - **b:** Starts low, transitions high, and returns low in a somewhat symmetrical pattern. - **c:** Begins low, transitions to high, and returns low, creating a square pattern that repeats. **2) OR Gate Output:** - **Inputs:** Use the same waveforms a, b, and c as inputs for an OR gate. - **Task:** Draw the output waveform from this OR gate. - **Logic:** The OR gate outputs a high signal (1) if at least one input is high (1). Review the diagram to identify regions where at least one of a, b, or c is high. **3) NOT Gate Output:** - **Input:** The waveform labeled as a is the input to a NOT gate. - **Task:** Draw the output waveform for the NOT gate. - **Logic:** The NOT gate inverts the input signal, meaning a high input becomes low, and a low input becomes high. Reverse the states shown in waveform a to determine the NOT gate output. This exercise demonstrates how different logic gates manipulate input waveforms to create new output waveforms based on logical operations. Understanding these transformations is crucial for designing and analyzing digital electronic circuits.
Transcribed Image Text:**Title: Understanding Logic Gate Waveform Outputs** **1) AND Gate Output:** - **Inputs:** The waveforms labeled as a, b, and c represent the inputs to an AND gate. - **Task:** Draw the output waveform from this AND gate. - **Logic:** The AND gate outputs a high signal (1) only if all inputs are high (1). Analyze the segments where a, b, and c are simultaneously high to determine the regions where the output will be high. **Waveform Diagram Explanation:** - **a:** Alternates between high (1) and low (0) states at regular intervals. - **b:** Starts low, transitions high, and returns low in a somewhat symmetrical pattern. - **c:** Begins low, transitions to high, and returns low, creating a square pattern that repeats. **2) OR Gate Output:** - **Inputs:** Use the same waveforms a, b, and c as inputs for an OR gate. - **Task:** Draw the output waveform from this OR gate. - **Logic:** The OR gate outputs a high signal (1) if at least one input is high (1). Review the diagram to identify regions where at least one of a, b, or c is high. **3) NOT Gate Output:** - **Input:** The waveform labeled as a is the input to a NOT gate. - **Task:** Draw the output waveform for the NOT gate. - **Logic:** The NOT gate inverts the input signal, meaning a high input becomes low, and a low input becomes high. Reverse the states shown in waveform a to determine the NOT gate output. This exercise demonstrates how different logic gates manipulate input waveforms to create new output waveforms based on logical operations. Understanding these transformations is crucial for designing and analyzing digital electronic circuits.
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