1. Suppose you set the function generator to output the signal below: x(t) = 1.5 sin (2000 a t) The fundamental frequency of the signal is: a) 1000 Hz b) 2000 Hz c) 1000 π Hz d) 2000 π Hz 2. Suppose you set your function generator to input a “1.0 Vpp, 100kHz Square wave, no DC components" signal into a spectrum analyzer. At what frequency is the 2nd harmonic: a) 200 kHz b) 300 kHz c) 200 t kHz d) 300 t kHz
1. Suppose you set the function generator to output the signal below: x(t) = 1.5 sin (2000 a t) The fundamental frequency of the signal is: a) 1000 Hz b) 2000 Hz c) 1000 π Hz d) 2000 π Hz 2. Suppose you set your function generator to input a “1.0 Vpp, 100kHz Square wave, no DC components" signal into a spectrum analyzer. At what frequency is the 2nd harmonic: a) 200 kHz b) 300 kHz c) 200 t kHz d) 300 t kHz
Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Transcribed Image Text:1. Suppose you set the function generator to output the signal below:
\( x(t) = 1.5 \sin (2000 \pi t) \)
The fundamental frequency of the signal is:
- a) 1000 Hz
- b) 2000 Hz
- c) 1000 \(\pi\) Hz
- d) 2000 \(\pi\) Hz
2. Suppose you set your function generator to input a “1.0 Vpp, 100 kHz square wave, no DC components” signal into a spectrum analyzer. At what frequency is the 2nd harmonic:
- a) 200 kHz
- b) 300 kHz
- c) 200 \(\pi\) kHz
- d) 300 \(\pi\) kHz
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