Exams › JEE Main › Physics
An amplitude-modulated signal is given by e = 10(1 + 0.8 cos 2000πt) cos 3 × 10⁶πt volt. What is the peak voltage of the carrier wave?
- 5 V
- 8 V
- 10 V
- 100 V
Correct answer: 10 V
Solution
The peak voltage of the carrier wave is determined by the coefficient in front of the cosine function representing the carrier frequency. In this case, the carrier wave is given by the term '10 cos 3 × 10⁶πt', indicating that the peak voltage is 10 V.
Related JEE Main Physics questions
- An AC source of angular frequency ω is connected across a series combination of a resistor r and a capacitor C. The circuit current is I. If the source frequency is reduced to ω/3 while the applied voltage amplitude remains unchanged, the current becomes I/2. The ratio of capacitive reactance to resistance at the original frequency ω is
- A series LCR circuit has a resistor of 200 Ω and is connected to a 220 V, 50 Hz AC supply. If the capacitor is removed first and then the inductor is removed, the voltage across the resistor in the circuit is found to lead the supply voltage by 30°. Also, when the inductor is removed, the current is observed to lead the voltage by 30°. The power dissipated in the circuit is
- A radio receiver’s tuned circuit contains a 50 Ω resistance, a 10 mH inductor, and a variable capacitor. If a 1 MHz radio signal induces a potential difference of 0.1 mV, the capacitor value required for resonance is
- In a circuit, the instantaneous current and voltage are expressed by
i = (1/√2) sin(100πt) A
e = (1/√2) sin(100πt + π/3) V
What is the average power, in watts, dissipated in the circuit?
- In a series L-C circuit, the current reaches its peak when the inductance is 0.5 H and the capacitance is 8 μF. What is the angular frequency of the applied alternating voltage?
- A coil has a resistance of 30 ohm and an inductive reactance of 20 ohm when the frequency is 50 Hz. If a 200 V AC supply of frequency 100 Hz is applied across the coil, the current through it will be
⚔️ Practice JEE Main Physics free + battle 1v1 →