The chapter Alternating Current (AC) is a vital part of NEET Physics under electrodynamics and circuits. It explains the characteristics of alternating current, voltage, and their behavior in R, L, and C circuits.
Understanding this chapter is crucial for NEET aspirants because it combines conceptual understanding, formula derivation, and applications, frequently appearing in both theory and numericals.
StudentBro notes provide exam-focused explanations, step-by-step derivations, and solved examples for mastery.
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1. Vectors |
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2. Units and Measurements |
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3. Motion In a Straight Line |
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4. Motion In A Plane |
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5. Laws of Motion |
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6. Friction |
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7. Work, Energy and Power |
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8. System Of Particles and Rotational Motion |
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9. Gravitation |
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10. Elasticity |
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11. Surface Tension |
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12. Mechanical Properties of Fluids |
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13. Thermal Properties of Matter |
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14. Kinetic Theory |
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15. Thermodynamics |
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16. Transmission of Heat |
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17. Simple Harmonic Motion |
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18. Wave and Sound |
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19. Current Electricity |
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20. Heating & Chemical Effects of Current |
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21. Magnetic Effect of Current |
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22. Magnetism And Matter |
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23. Electromagnetic Induction |
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24. Alternating Current |
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25. Dual Nature Of Radiation And Matter |
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26. Atomic And Nuclear Physics |
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27. Semiconductor Electronics |
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28. Communication |
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29. Ray Optics And Optical Instruments |
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30. Wave Optics |
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31. Universe |
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32. Physics Formula PDF for Entrance Exam |
Definition: An alternating current (AC) is a current that reverses its direction periodically.
AC Voltage: V(t) = V₀ sin(ωt) or V₀ cos(ωt)
V₀ = peak voltage
ω = angular frequency
Frequency (f): Number of cycles per second
Time Period (T): T = 1/f
NEET conceptual questions often include direction, period, and frequency of AC.
Instantaneous Value: Value of current or voltage at a specific time
Average Value: Average over one half-cycle = 0.637 × peak value
RMS Value: Root mean square value = 0.707 × peak value
RMS is used in power calculations in AC circuits
NEET numericals often involve calculating RMS and peak values.
AC in Resistor (R):
Current and voltage are in phase
I = V/R
AC in Inductor (L):
Voltage leads current by 90°
X_L = ωL (inductive reactance)
AC in Capacitor (C):
Current leads voltage by 90°
X_C = 1 / (ωC) (capacitive reactance)
NEET numericals may ask phase difference, current, or voltage in R, L, C circuits.
Impedance (Z): Z = √(R² + (X_L − X_C)²)
Phase Angle (φ): φ = tan⁻¹((X_L − X_C)/R)
Current: I = V / Z
Power: P = VI cosφ = I² R
NEET questions may involve calculations of impedance, phase, and power.
Condition: X_L = X_C
Resonant Frequency: f_r = 1 / (2π√LC)
Effect: Impedance is minimum, current is maximum
Applications: Radio tuning, filters, and oscillators
NEET conceptual questions often include resonance frequency and circuit behavior at resonance.
Instantaneous Power: p(t) = v(t) × i(t)
Average Power: P = VI cosφ
cosφ = power factor
Power Factor: Ratio of active power to apparent power
Importance: Energy efficiency in AC circuits and transformers
NEET numericals may ask average power, instantaneous power, and power factor.
Definition: Oscillations of charge and current in LC circuits without resistance
Frequency of Oscillation: f = 1 / (2π√LC)
Energy oscillates between electric field of capacitor and magnetic field of inductor
NEET questions may include time period, maximum current, and energy distribution.
AC Power Supply: Standard supply in homes and industries
Transformers: Step-up or step-down AC voltage efficiently
Resonance Circuits: Radio and TV tuning
AC Motors: Used in industries
Energy Transmission: Long-distance electricity transmission uses AC
NEET may ask conceptual applications, calculations, or differences between AC and DC.
Memorize formulas for RMS, reactance, impedance, power, resonance, and LC oscillations
Practice numericals involving phase angle, current, voltage, and power
Understand phase relationships in R, L, C, and RLC circuits
Relate concepts to practical devices like transformers, motors, and power grids
Solve both conceptual and formula-based questions for NEET readiness
StudentBro notes include diagrams, derivations, and solved examples for clear visualization of AC behavior and circuit analysis.
Covers RMS and peak values, AC in R, L, C, series RLC, resonance, power, LC oscillations, and applications
Includes step-by-step derivations, solved numericals, and real-life applications
Structured for easy revision and conceptual clarity
Focused on NEET syllabus and high-yield questions
These notes ensure aspirants can confidently tackle alternating current questions in NEET exams.
The chapter Alternating Current is a crucial part of NEET Physics under electrodynamics and circuits. Mastery of RMS and peak values, reactance, impedance, resonance, power, and LC oscillations is essential for solving both conceptual and numerical problems.
StudentBro NEET Physics notes provide structured, clear, and exam-focused guidance, enabling aspirants to confidently solve AC questions and excel in NEET exams.