InterviewSolution
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This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.
| 501. |
The characteristic equation of a closed loop system is ( + 2) ( + 3) + K = 0. The centroid of the asymptotes in root locus is: |
| Answer» Centroid Poles are -2 and -3. | |
| 502. |
With respect to the differential amplifier configuration shown below, the differential gain A will be = 4.7 KΩ = 2.7 KΩ = 100 = 1 KΩ = 100 Ω |
| Answer» | |
| 503. |
In the circuit below, if diodes and the moving coil millimeter are assumed to be ideal if mA reading is , find Vm. |
| Answer» Now, ∴ Im = pIDC = 0.1 mA ∴ Vm = Im x R = 0.1 mA x 10 K Vm = 1 Volt. | |
| 504. |
Transfer function of a certain system is: The approximate 2% settling time for unit step input is |
| Answer» Pole '-120' will have no effect on settling time. | |
| 505. |
The polar plot for positive frequencies is shown below. The gain margin is |
| Answer» | |
| 506. |
Input and output impedance with feedback for voltage series feedback having A = -200, R = 10 kΩ, R = 50 kΩ and feedback factor β = -0.2 will be |
| Answer» In voltage series feedback output impedance decreases, input impedance increases, , Rif = Ri(1 + Aβ). | |
| 507. |
An FM transmitter delivers 80W to a load of 30 W when no modulation is present. The carrier is now frequency modulated by a single sinusoidal signal and the peak frequency deviation is so adjusted to make the amplitude of the second sideband is zero in the given output.J(0, 0) = 1, J(2, 4) = 0, J(3.8) = - 0.4, J(5.1)= - 0.1J(2, 4) = 0.52, J((3.8) = 0, J(5.1) = - 0.33, J(2.4) = 0.1J(3.8)= 0.41, J(5.1) = 0 The power in all the remaining sidebands is : |
| Answer» Total power of the FM transmitter = 80 W to a load of 50 W second side band amplitude = J2(β) = 0 ∴ β = 5.1 Average Power = (J0(β))2 x 100 = (0.16)2 x 100 = 2.56 W Power in all remaining = 80 - 2.56 = 77.44 . | |
| 508. |
A MOSFET has a threshold voltage of 1 V and oxide thickness of 500 x 10 [ε = 3.9; ε = 8.85 x 10 F/cm, = 1.6 x 10 ]. The region under the gate is ion implanted for threshold voltage tailoring. The base and type of impant required to shift threshold voltage to - 1 V are __________ . |
| Answer» VT(new) = VT(odd) + = 6.903 x 10-8 ∴ ∴ fB = - 8.6 x 1011 The threshold voltage is always negative for p-channel and hence implant is of p-type. | |
| 509. |
Z = __________ |
| Answer» Output of first MUX = A(B + C) Output of second MUX = C D + A B). | |
| 510. |
A point charge of 6 μC is located at the origin, uniform line charge density of 180 C/ of 8 length lies along the axis and a uniform sheet of charge equal to 25 C/ of area x 4 lies in the = 0 plane. Calculate total electric flux leaving the surface of sphere of 4 radius centered at origin. |
| Answer» According to Gauss's law total flux leaving the closed surface is equal to the charge enclosed by the closed surface Qencl = (6 x 10-6) + (8 x 180 x 10-6) + (p x 42 x 25 x 10-9) = (6 x 10-6) + (1.44 x 10-6) + (1.257 x 10-6) = 8.697 μ Coulombs. | |
| 511. |
In a radar system, the range of R is achieved at a frequency . Then the range R at frequency R = 8 would be __________ [Neglect effect of 1 on the Beam width.] |
| Answer» The range of the radar is directly proportional to the square root of the frequency. ∴ R ∝ ∴ R1 ∝ and R2 ∝ ∴ ∴ . | |
| 512. |
Find Y- parameters |
| Answer» Apply Nodal Analysis At node V ...(i) At node V2 ...(ii) At node V3 ∴ ∴ Put V3 in equation (i) Put V3 in equation (ii) . | |