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For the bridge network of given figure:
a. Is the bridge balanced?
b. Using mesh analysis, determine the current through the capacitive reactance.
c. Using nodal analysis, determine the voltage across the capacitive reactance.
derive the expression for the short-circuit current gain of a bipolar transistor. Assume a unilateral device, where Cc = 0.
A coil of 20Ω and inductance of 212mH is connectedin parallel with a 106μF capacitor. The circuit is connected over a 180V, 50Hz(variable frequency source) supply. 1.) Calculate the total Current drawn from the supply .
What should be the value of R to establish 5 mA in the circuit?
When carrying out an FFT of a cosine wave whose frequency is 0.1Hz and whose amplitude is unity , explain why the peak amplitude measurement obtained in the range 0.09Hz to 0.11Hz should be 0.5
The distribution line connecting the source to the load has negligible impedance. Load 1 is purely resistive and absorbs 60 kW. Find the per-phase impedance of load 2 if the line voltage is 415.69V(rms) and the impedance components are in series.
For the network of given figure: Determine RT, - Find Is, I1, and I2, - Calculate Va.
The output is 0 if the pattern 0110 has not occurred in x(0,t); it has value 1 if the pattern 0110 has occurred but the pattern 1001 has not; and it has value 2 if both 0110 and 1001 have occurred. Give a state description and show the output and ..
For a home toaster suggest a closed loop control scheme to control the amount of browning on the toast and obtain the mathematical model of the OPAMP circuit
We roll two fair six-sided dice. Find the probability ofthe following events: (a) The two dice show the same number. (b) The number that appears on the rst die is larger than the number on the second.
A certain type of D-cell battery that costs $0.50 is capable of producing 1.2 V and a current of 0.1 A for a period of 75 hours. Determine the cost of the energy delivered by this battery per kilowatt hour.
causal LTI discrete system whose transfer function is given by: (H(z) = (z - 0.5) / ((z-e^{ln(0.16/z)})(z-0.2))\) find the impulse response sequence, h[k], for all k. Check initial and final values of the impulse response sequence using appropriate m..
A conducting filament containing a small 400 ohm resistor is formed into a square loop on the x-y plane as explained in the previous problem. Find I at t = 2*10^-4 sec if (a) \(B = 3cos(12000\pi t)a_z T\)
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