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The tuning circuit of a radio receiver has a resistance of 50Ω, an inductor of 10 mH and a variable capacitor. AA1 MHz radio wave produces a potential difference of 0.1 mV. The values of the capacitor to produce resonance is(Take π2 = 10)
In a circuit inductance L and capacitance C are connected as shown in figure.A1 and A2 are ammeters.
When key K is pressed to complete the circuit, then just after closing key (K), the readings of A1 and A2 will be
Initially there is no D.C. current in inductive circuit and maximum D.C.current is in capacitive current. Hence,the current is zero in A2 and maximum in A1.
A capacitor in an ideal LC circuit is fully charged by a DC source, then it is disconnected from DC source, the current in the circuit
In an LR circuit f = 50 Hz, L=2H, E=5 volts, R=1 Ω then energy stored in inductor is
In an oscillating LC circuit the max. charge on the capacitor is Q. The charge on capacitor when the energy is stored equally between electric and magnetic field is
For the circuit shown in the fig., the current through the inductor is 0.9 A while the current through the condenser is 0.4A. Then
The current drawn by inductor and capacitor will be in opposite phase.Hence net current drawn from generator = IL– IC= 0.9 – 0.4 = 0.5 amp.
In LCR circuit if resistance increases quality factor
In an A.C. circuit,a resistance of R ohm is connected in series with an inductance L. If phase angle between voltage and current be 45°, the value of inductive reactance will be
An alternating voltage V = V0 sin ωt is applied across a circuit. As a result,a current I = I0 sin (ωt – π/2) flows in it.The power consumed per cycle is
The phase angle between voltage V and current I is π/2. Therefore, power factor cos f= cos (π/2) = 0. Hence the power consumed is zero.
The time taken by the current to rise to 0.63 of its maximum value in a d.c. circuit containing inductance (L)and resistance (R) depends on