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NCERT EXEMPLAR

Chapter 7-Alternating Current

Explore NCERT Exemplar Solution for Class 12 Physics Chapter 7 Alternating Current with RMS values, impedance, resonance, power factor, and applications for strong conceptual understanding and exam success.

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NCERT Exemplar Solution for Class 12 Physics Chapter 7 – Alternating Current

Alternating Current (AC) is a key chapter in Class 12 Physics that explains how electric current changes its direction and magnitude periodically with time. Unlike direct current, AC is widely used in homes, industries, and long-distance power transmission because it is more efficient and easier to transform using devices like transformers. This chapter introduces important concepts such as AC voltage, root mean square values, reactance, impedance, resonance, and power in AC circuits. Through the NCERT Exemplar Solution for Class 12 Physics, NCERT Exemplar Solution, and NCERT solutions for class 12, students can easily understand complex circuit behavior and improve their numerical solving skills.

Find the Exercises PDF of NCERT Exemplar Solution for Class 12 Physics chapter-7-Alternating Current 

AC Voltage, Current and Root Mean Square (RMS) Values

Alternating current varies sinusoidally with time, meaning both magnitude and direction change periodically. The general expression for AC voltage or current involves amplitude, angular frequency, and time factor. One of the most important concepts in this chapter is the root mean square (RMS) value, which represents the effective value of AC equivalent to DC. RMS values are essential for calculating power consumption in electrical circuits. In NCERT Exemplar Solution for Class 12 Physics, students learn how to convert peak values into RMS values and apply them in numerical problems. These calculations help in understanding real-life electricity usage and energy distribution systems more effectively.

Reactance, Impedance and AC Circuit Behaviour

In AC circuits, opposition to current is not only due to resistance but also due to reactance caused by inductors and capacitors. Inductive reactance increases with frequency, while capacitive reactance decreases with frequency. The combined effect of resistance and reactance is called impedance, which determines the total opposition in an AC circuit. Impedance plays a major role in solving circuit-based numerical problems in NCERT Exemplar Solution. Students often analyze series RL, RC, and RLC circuits to understand phase differences between current and voltage. NCERT Exemplar Solution for Class 12 Physics provides step-by-step approaches to handle vector representation of impedance and phase angle calculations, making circuit analysis simpler and more structured.

Resonance and Power in AC Circuits

Resonance occurs in a series RLC circuit when inductive reactance becomes equal to capacitive reactance. At this condition, the impedance becomes minimum, and the current reaches its maximum value. This phenomenon is widely used in tuning radio and television circuits. Power in AC circuits depends on the phase difference between current and voltage and is expressed using the power factor. A higher power factor indicates efficient energy usage. NCERT Exemplar Solution for Class 12 Physics chapter explains how to calculate power in different AC circuits and improve conceptual clarity. Students also learn why energy losses occur and how resonance helps in optimizing circuit performance in practical applications.

Applications of Alternating Current in Real Life

Alternating current is the backbone of modern electrical systems. It is used in power generation plants, transmission lines, and household appliances. High-voltage AC transmission reduces energy loss over long distances, making it more efficient than direct current systems. Transformers, which work on mutual induction, help step up or step down voltage levels for safe distribution. In NCERT Exemplar Solution for Class 12 Physics, students explore real-life applications of AC systems, helping them connect theory with practical use. Concepts like impedance matching and resonance are also used in communication systems, making this chapter highly relevant for engineering and physics-based careers.

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