1.B] A sinusoidally varying alternating voltage is given by, π£(π‘) = πππ ππππ‘, to obtain its RMS value of voltage in terms of maximum value.
Answer:-
RMS Value of an Alternating Voltage

Consider sinusoidal varying current and square the current. Consider a half cycle of
alternating quantity and instant βdΞΈβ
Average value of square of the current over half cycle
![1.B] A sinusoidally varying alternating voltage is given by, π£(π‘) = πππ ππππ‘, to obtain its RMS value of voltage in terms of maximum value.](https://i0.wp.com/vtuupdates.com/wp-content/uploads/2022/09/image-174.png?resize=768%2C1024&ssl=1)