Q.1.
Given x (t) = [2 + e-3t] u (t). The final value of x(t) is ___________
Q.2.
The Fourier series of the given signal is _______________
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Q.3.
For the circuit given below, the effective inductance of the circuit across the terminal AB, is ___________
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Q.4.
For the circuit given below, the inductance measured across the terminals 1 and 2 wasH with open terminals 3 andIt wasH when terminals 3 and 4 were short-circuited. Both the inductors are having inductances 2H. The coefficient of coupling is ______________
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Q.5.
Q meter operator is the principle of __________
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Q.6.
The probability cumulative distribution function must be monotone as well as ___________
Q.7.
The impedance seen by the source in the circuit is given by __________
Q.8.
In the circuit given below, the capacitor is initially having a charge ofC. 1 second after the switch is closed, the current in the circuit is ________
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Q.9.
Convolution is used to find ____________
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Q.10.
The Fourier transform of a rectangular function is ___________
Q.11.
The property of Fourier Transform which states that the compression in time domain is equivalent to expansion in the frequency domain is ___________
Q.12.
A coil of inductanceH, resistanceΩ is connected as shown in the figure. After the switch S has been in connection with point 1 for a very long time, it is moved to point 2 at t=For the value of R obtained, the time taken for% of the stored energy dissipated is close to?
Q.13.
The function which has its Fourier transform, Laplace transform, and Z transform unity is __________
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