Find the convolution of the signals:
π₯(π)={2 π=β2,0,1
3 π=β1
0 elsewhere}
β(π)=πΏ(π)β2πΏ(πβ1)+3πΏ(πβ2)βπΏ(πβ3)
(a) Graphical method
(b) Sliding strip method
Evaluate the step response of the LTI system represented by the following impulse response :
(a) β(π)=πΏ(π)βπΏ(πβ2)
(b) β(π)=ππ’(π)
Implement the following function using two op-amps and the required number of resistors
Vo = V1 - 2V2 + 3V3 - 4V4
A parallel plate capacitor has its plates separated with a slab of 4mm thickness and a dielectric
constant of 3. If the capacitance is to be one-third of the original value when a second slab of
6mm thickness is inserted between the plates, what should be the relative permittivity of the
second slab?
Draw the phasor diagram representing the five electromotive forces
e1= 20 sinwt
e2= 10 sin ( wt+pi/3)
e3=15 coswt
e4=10 sin ( wt-pi/3)
e5=25 cos (wt+2pi/3) and their resultant.
Express the resultant voltage in the form e sin (wt+fi).
A voltage source π£(π‘) = 240 sin(314.16π‘ β 20Β°)π is connected to a load having an
impedance of Z. The resulting current through the load is π(π‘) = 15 sin(314.16π‘ + 22.5Β°)A.
Determine the circuit power factor and identify the elements that constitute the load, given
that Z comprises of only two elements connected in series.
Design an operational amplifier circuit to form the weighted sum V0 = β (2V1+V2).
A 10mV, 2KHz sinusoidal signal is applied to the input of an op-amp integrator for which R=100 kΞ© and C=1 ΞΌF. Find the output voltage.
A 228V constant potential generator delivers load to a variable impedance whose values of R and XΒ
are readily adjustable. Assuming a looking-back impedance of (6+j4.5) ohms calculate, for maximumΒ
power,
a. The load impedance
b. The current
c. Load power
d. power factor
Slove this question according to figure 04.