Question 1 Report
An oscilloscope displays the output from a small hand-cranked generator. The time-base is set to 4 ms per division. The trace is shown below.
How many complete cycles appear in the first 8 divisions and what is the frequency of the output?
From the CRO trace, each complete wave (one full cycle) occupies 2 divisions on the screen.
The period \(T\) of the wave is:
\[T = 2 \times 4\,\text{ms/div} = 8\,\text{ms} = 0.008\,\text{s}\]In the first 8 divisions, the number of complete cycles is:
\[\text{number of cycles} = \frac{8\,\text{div}}{2\,\text{div/cycle}} = 4\,\text{cycles}\]The frequency is:
\[f = \frac{1}{T} = \frac{1}{0.008} = 125\,\text{Hz}\]The correct answer is 4 complete cycles with a frequency of 125 Hz.
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