Home / ECE / Network Analysis and Synthesis :: Section 10

ECE :: Network Analysis and Synthesis

  1. For the ladder network of figure, open circuit driving point impedance at port 1 =


  2. If Va0, Va1, Va2 are sequence components of Va and Ia0, Ia1, Ia2 are sequence components of Ia, then total 3 phase power P is given by

  3. A.
    P = Va0Ia0 + Va1Ia1 + Va2Ia2
    B.
    P = Va0Ia0 + Va1Ia1 + Va2Ia2*
    C.
    P = 3(Va0Ia0 + Va1Ia1 + Va2Ia2)
    D.
    P = 3(Va0Ia0 + Va1Ia1 + Va2Ia2*)

  4. Two capacitors of 1 μF and 2 μF are connected in series across a 10 V dc battery. After the capacitors have been charged, the charges across the two capacitors will be

  5. A.
    10 μC each
    B.
    20 μC each
    C.
    10 μC and 20 μC
    D.
    20 μC and 10 μC

  6. A series RLC circuit has Q = 5. A voltage of 10 V rms is applied to it. At resonance, the voltage across C is

  7. A.
    10 V rms
    B.
    10 V peak
    C.
    50 V rms
    D.
    50 V peak

  8. The pole of a reactive function

  9. A.
    lie on jω axis only
    B.
    lie on negative real axis only
    C.
    may lie anywhere on s plane
    D.
    lie on jω axis or on negative real axis

  10. Wave A starts its positive half cycle at ωt = 30° and wave B starts its positive half cycle at ωt = 75° then wave B is leading wave A by 45°.

  11. A.
    True
    B.
    False

  12. Assertion (A): For networks in figure (1) and (2) sum of products of branch voltages and branch currents at any time is zero.

    Reason (R): The networks in figure (1) and (2) are not the same structurally.

  13. A.
    Both A and R are true and R is correct explanation of A
    B.
    Both A and R are true and R is not the correct explanation of A
    C.
    A is true but R is false
    D.
    A is false but R is true

  14. In the circuit of figure the switch is open for a long time, At t = 0 the switch is closed. At t = 0+ the current supplied by battery is

  15. A.
    6 A
    B.
    3 A
    C.
    3.6 A
    D.
    1.5 A

  16. Assertion (A): The Laplace transform of a ramp is 1/s2.

    Reason (R): The integral of a unit step function gives an impulse function.

  17. A.
    Both A and R are true and R is correct explanation of A
    B.
    Both A and R are true and R is not the correct explanation of A
    C.
    A is true but R is false
    D.
    A is false but R is true

  18. An RL series circuit is initially relaxed. A step voltage E is applied. If t is time constant, voltage across R and L will be equal at t =

  19. A.
    t ln 2
    B.
    C.
    D.