The period of a certain sine wave is 10 ms. What is the frequency?
Use Equation 11-1 : f=\frac{1}{T}.
f=\frac{1}{T}=\frac{1}{10 \ ms}= \frac{1}{10\times 10^{-3}s}= 100 Hz
What is the period of the sine wave in Figure 11-5?
Determine Vp, Vpp, Vrms, and the half-cycle Vavg for the sine wave in Figure 11-15.
What are the phase angles between the two sine waves in parts (a) and (b) of Figure 11-21?
Use a phasor diagram to represent the sine waves in Figure 11-34.
What is the value of a sinusoidal voltage at 3 μs from the positive-going zero crossing when Vp = 10 V and f= 50 kHz?
Determine the rms voltage across each resistor and the rms current in Figure 11-39.The source voltage is given as an rms value. Also determine the total power
All values in Figure 11-40 are given in rms.(a) Find the unknown peak voltage drop in Figure 11-40(a).(b) Find the total rms current in Figure 11-40(b).(c) Find the total power in Figure 11-40(b) if Vrms = 24 V.
Determine the maximum and minimum voltage across the resistor in each circuit of Figure 11-43.
Assume a large alternator is turned by a turbine at 300 rpm and has 24 poles. What is the output frequency?
Determine the period, frequency, and duty cycle for the pulse waveform in Figure 11-54.