Q. When a 10 K, 10%, 1/4 Ω resistor is connected in series with a 12 K, ± 1%, 1/4 Ω resistor, the resulting combination has the following specifications

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Q. An m derived low pass filter has fc = 1000 Hz and m = 0.6. This filter will have infinite attenuation at

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Q. A current 10 sin (200t) A flows through a 5 mH inductance. The expression for voltage is

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Q. If operator 'a' = 1 ∠120° then (1 + a) =

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Q. A current wave is i = 100e^(-60t) The initial and final values of current are

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Q. Assertion (A): The impedance of a series resonant circuit is minimum at resonance.

Reason (R): Resonance condition implies unity power factor condition.

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Q. The internal impedance of a source is 3 + j 4 Ω. It is desired to supply maximum power to a resistive load. The load resistance should be

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Q. The internal impedance of a source is 3 + j 7 Ω. For maximum power transfer, load impedance should be

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Q. A wave trap is a

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Q. In an ac series RLC circuit the maximum phase difference between any two voltages can be

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Q. In a series circuit with XL constant and R variable the current locus lies in the third quadrant.

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Q. One coulomb charge is equal to the charge on

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Q. Two capacitors of 16 μF each are connected in series. Another capacitor of 16 μF is connected in parallel with this combination. The total capacitance will be

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Q. Assertion (A): Operator has a value 1 ∠ - 90° or 1 ∠ 90°.

Reason (R): Operator 'a' has a value 1 ∠ 120°.

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Q. The maximum current and voltage ratings for a 0.5 W, 10 kW resistor are

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Q. The network has 10 nodes and 17 branches. The number of different node power voltages would be

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Q. Two capacitor of 1 F each are connected in parallel. Another 1 F capacitor is connected in series with the parallel combination. The total capacitance is

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Q. The realization of the term Ks yields

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Q. If operator 'a' = 1 ∠120° then (1 - a²) =

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Q. If A = 3 + j1 and B = 4 + j3, A + B =

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