Based on the given information, the circuit produces a square waveform with an amplitude of 11.6V. The square waveform has a duty cycle of 46.8%, which means that the signal is high for 46.8% of the total period and low for the remaining 53.2% of the period.
The circuit also produces a triangular waveform with an amplitude of 3.80V.
The frequency of the combined square/triangular output waveform is 97.71 Hz.
Analyze the circuit, to determine the specification of the output waveforms including, amplitude, frequency and duty cycle.
Square Output, Amplitude: 11.6V
Triangle Output, Amplitude: 3.80V
Square/Triangular Output, Frequency: 97.71 Hz
Square Output, Duty Cycle: 46.8%
3 answers
Show the steps.
To determine the specifications of the output waveforms, we need to analyze the given information step-by-step:
1. Square Output Amplitude: The given information states that the amplitude of the square output waveform is 11.6V.
2. Triangle Output Amplitude: The given information states that the amplitude of the triangular output waveform is 3.80V.
3. Square/Triangular Output Frequency: The given information states that the frequency of the combined square/triangular output waveform is 97.71 Hz.
4. Square Output Duty Cycle: The given information states that the duty cycle of the square output waveform is 46.8%. This means that the signal is high for 46.8% of the total period and low for the remaining 53.2% of the period.
By following these steps, we can determine the specifications of the output waveforms.
1. Square Output Amplitude: The given information states that the amplitude of the square output waveform is 11.6V.
2. Triangle Output Amplitude: The given information states that the amplitude of the triangular output waveform is 3.80V.
3. Square/Triangular Output Frequency: The given information states that the frequency of the combined square/triangular output waveform is 97.71 Hz.
4. Square Output Duty Cycle: The given information states that the duty cycle of the square output waveform is 46.8%. This means that the signal is high for 46.8% of the total period and low for the remaining 53.2% of the period.
By following these steps, we can determine the specifications of the output waveforms.
1 answer