How to Find the Amplitude of a Voltage-Controlled Oscillator?

What is the amplitude of the voltage-controlled oscillator in the expression V(VCO) = 10 sin(628t + 0.606)?

The amplitude of the voltage-controlled oscillator in the expression V(VCO) = 10 sin(628t + 0.606) is 10 units.

When we look at the expression V(VCO) = 10 sin(628t + 0.606), we can see that the coefficient in front of the sine function is 10. This coefficient represents the amplitude of the waveform.

The amplitude of a sinusoidal waveform is the maximum distance it reaches from its equilibrium position. In this case, the amplitude of the voltage output of the VCO is 10, which means that it varies between +10 and -10 units.

Understanding the amplitude of a waveform is crucial in analyzing and designing electronic circuits involving oscillators. By knowing the amplitude, engineers can ensure that the signal remains within the desired voltage range and can calculate other parameters of the waveform accurately.

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