Electronics and Communication Engineering - Exam Questions Papers
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31.
If a signal f(t) has energy E, the energy of the signal f(2t) is equal to __________ .
Answer: Option
Explanation:
Energy content of a signal x(t), E = |f(t)|2 dt
Now, E' = |f(2t)|2 dz for signal f(2t)
Putting 2t = z, we get
E' =
|f(t)|2 dz =
.
32.
For a npn BJT transistor fβ is 1.64 x 108 Hz. Cμ = 10-14 F; Cp = 4 x 10-13 F and DC current gain is 90. Find fT and gm (fβ = cut off frequency, Cμ = capacitance, Cp = parasitic capacitance, gm = transconductance, fT = gain BW product)
Answer: Option
Explanation:
∴ fT = 90 x 1.64 x 108 = 1.47 x 1010 Hz
gm = 2pfT(Cμ + Cp) = 2 x p x 1.47 x 1010
= (10-14 + 4 x 10-13)
gm= 38 mμ.
33.
The impulse response h(t) of a linear time-invariant continuous time system is described by h(t) = exp (at) u(t) + exp (βt) u (- t), where u(t) denotes the unit step function, and a and β are constants. This system is stable if
Answer: Option
Explanation:
h(t) = e+atu(t) + eβtu(- t)
For h(t) to be stableh(t) dt < ∞
It will happen when a is negative and β is positive.
34.
The probability density function of a random variable x is as shown.
The value of A is:

The value of A is:
Answer: Option
Explanation:
= 1
= 1
Solve this to get value of A = 1/5.
35.

ωL =
Answer: Option
Explanation:
R1 = (10 + 10) = 20 kΩ
.
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