2. Calculate the period of the waveform shown in Figure 9.45.
The given waveform has 5 divisions for one full cycle. Each division is 100 microseconds.
So Total Time Period(T) of the given waveform is
T=5×100=500 microseconds.
Frequency (f) of the given waveform is
f=1÷T=1÷500 micro=2000 Herz.
Full cycle having one negative half cycle and one positive half cycle. Time period is calculated for One full cycle of the waveform.
2. Calculate the period of the waveform shown in Figure 9.45. lor V) An t (100...
Calculate the rms value of the waveform shown in the figure below. v(t) (v) 4 3 - 0 i 2 3 4 5 6 t(s)
Consider the triangular voltage waveform v(t) shown in Figure. (a) Express v(t) mathematically (b) Use the real-shifting property to find E(v() (c) Sketch the first derivative of v(t). (d) Find the Laplace transform of the first derivative of v(t). (e) Use the results of Part (d) and the integral property to verify the results of Parts (b) and (d). (f) Use the derivative property and the result of Part (b) to verify the results of Parts (b) and (d) 0...
Help fill in table
The CH2 waveform vr(t) is shown in red. 3. Now, double the function generator frequency (to f=1250Hz about 1250Hz) to display exactly two complete cycles in 8 horizontal divisions. Do not change the amplitude of e(t). Again, both waveforms should be centered vertically on the scope grid. Adjust the vertical POSITION knobs if necessary. Carefully sketch and label both waveforms on the grid. Use the same settings (VOLTS/DIV AND SEC/DIV from part A4.) as with the...
ben V (V) For the following waveform, the period is equal to _second t(mSec)
Question 7 (3 marks) For the cascade counter shown in Figure 1, the input is a periodic pulse waveform with a frequency of 240 kHz. Determine the frequency of the waveform at each point indicated by a circled number. (1) | CTR DIV 12 CTR DIV 16 input- CTR DIV 8 Figure 1
Question 7 (3 marks) For the cascade counter shown in Figure 1, the input is a periodic pulse waveform with a frequency of 240 kHz. Determine the...
What is the mathematical equation for the voltage waveform shown
in the figure?
What is the mathematical equation for the voltage waveform shown in the figure? 10 V 3 4 v(t)= 10(u(t +3)+u(t + 4))V v(t)= 10(ult - 3)-ult - 4)) Ov(t)= 10(u(t + 3) – u(t - 4))V v(t)= 10(ult - 3) + u(t + 4))
(a) Sketch the output waveform Vout(t) of the circuit shown in Figure P3.42(a) when Vin = 9sin1000t V. Show the maximum and minimum values on the sketch and the equation for the curves at different time intervals. Assume that the diodes are ideal. (b) Repeat part (a) for the circuit of Figure P3.42(b).
Using images 6.6 – 6.8, determine the amplitude of the
calibration waveform. Be sure to include proper units:
[Image 6.6 – Calibration Waveform Display]
[Image 6.7 – Calibration Waveform Vertical (VOLT/DIV)
Setting]
[Image 6.8 – Calibration Waveform Horizontal (TIME/DIV)
Setting]
# of vertical divisions
VOLT/DIV
Amplitude
Determine the period and calculate the frequency:
# of horizontal divisions
TIME/DIV
Period
Frequency
The calibration waveform has a specified amplitude of 2.0
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6.13 The waveform for the current in a 70-μF capacitor is shown
in the figure below. Determine the waveform for the capacitor
voltage.
The waveform for the current in a 70-uF capacitor is shown in the figure below. Determine the waveform for the capacitor voltage i(t) (mA) 14 0 10 20 30 40 t (ms) t <0ms t < 40 ms t z 40ms v (t) -2500? V -4 V 0 t <0ms 2500t V 0 t < 40 ms...
For the circuit below calculate and sketch waveform of the voltage v(t), both for t < 0 and t 0, if the switch "S" switches on at time t 0. I = 10MA R1 8 k2, R22 k2, C = 6.25 uF - R2 z (t)
For the circuit below calculate and sketch waveform of the voltage v(t), both for t