Oscilloscope trigger homework problem

AI Thread Summary
The discussion revolves around a homework problem involving an oscilloscope trigger set at 2.5V. The initial calculations using the equation V = V0 sin(ωt) led to confusion regarding the correct value of ωt, with attempts yielding incorrect results. Users clarify that a positive trigger at 2.5V activates on the rising edge of the waveform, while a negative trigger activates on the falling edge. Despite the trigger setting, the waveform is still observed to fall at 2.5V. Understanding the relationship between trigger voltage and phase angle is crucial for accurate oscilloscope readings.
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http://img502.imageshack.us/img502/8941/webworks4ez6.jpg" .

The first answer is 2.5V, but I'm having trouble getting ωt

I'm using the equation: V = V0 sin(ωt) --> 2.5V = 5V sin(ωt) --> sin-1(2.5V/5V) = ωt --> ωt = 30 degrees but that's incorrect and so is -30 degrees

I've just used an oscilloscope for the first time last week, and I don't know much about it. What does changing the trigger slope polarity affect in this case? Apparently the scope still triggers at 2.5V... please shed some light on me!
 
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A positive trigger at 2.5 volts means that scope should trigger on a rising part of the waveform as it reaches 2.5 volts. Negative trigger means it will trigger on a falling part.

It still triggers at 2.5 volts. But the waveform is falling.
 
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Assuming Vo is equal to Vpeak then dividing the trigger voltage by Vpeak and finding its sine [ sin(Vt/Vo) ] will give you the phase angle.
 
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