A sinusoidally varying alternating voltage is given by, 𝑣(𝑑) = π‘‰π‘šπ‘ π‘–π‘›πœ”π‘‘, to obtain its RMS value of voltage in terms of maximum value.

1.B] A sinusoidally varying alternating voltage is given by, 𝑣(𝑑) = π‘‰π‘šπ‘ π‘–π‘›πœ”π‘‘, 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 β€˜dθ’
Average value of square of the current over half cycle

1.B] A sinusoidally varying alternating voltage is given by, 𝑣(𝑑) = π‘‰π‘šπ‘ π‘–π‘›πœ”π‘‘, to obtain its RMS value of voltage in terms of maximum value.

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