if a sine wave has a rms voltage of 12 volts what will be its peak-to-peak voltage
Since we know that Vrms=12VmaxV_{rms}=\frac{1}{\sqrt{2}}V_{max}Vrms=21Vmax and Vpeak to peak=2VmaxV_{peak\,to\,peak}=2V_{max}Vpeaktopeak=2Vmax , we find the amplitud values for the peak-to-peak voltage as:
Vpeak to peak=(22)Vrms=22(12 V)=33.94 VV_{peak\,to\,peak}=(2\sqrt{2})V_{rms}=2\sqrt{2}(12\,V)=33.94\,VVpeaktopeak=(22)Vrms=22(12V)=33.94V
In conclusion, the peak-to-peak voltage of the sine wave is 33.94 V.
Reference:
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