Question:

An alternating electric current is represented by the equation \( i = 0.6 \sin 100 \pi t \). The frequency of the alternating current is:

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Frequency \( f \) is obtained by comparing angular frequency \(\omega\) to \(2\pi f\).
  • \( 50 \pi \)
  • 50
  • \( 100 \pi \)
  • 100
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The Correct Option is B

Solution and Explanation

The general form of AC current is \( i = I_0 \sin(2 \pi f t) \). Given: \( i = 0.6 \sin(100 \pi t) \), so \[ 2 \pi f = 100 \pi \implies f = \frac{100 \pi}{2 \pi} = 50 \text{ Hz}. \]
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