
Gravitation in ONE SHOT for NEET 2026 is a high-yield revision covering all important concepts like Newton’s law, acceleration due to gravity, escape velocity, Kepler’s laws, and satellite motion. This chapter is consistently asked in NEET, contributing around 2–3 questions every year.
The session focuses on key formulas, conceptual clarity, and numerical practice, including gravitational field and potential. It helps in quick revision, strengthens PYQ understanding, and is ideal for last-minute preparation to boost your NEET score.
This ONE SHOT session is designed to cover the Gravitation syllabus for NEET 2026 in a structured and exam-oriented manner.
This section builds the foundation of the chapter with the universal law of gravitation:
F = Gm₁m₂ / r²
Explains properties like inverse square law, always attractive nature, and long-range force
Introduces universal gravitational constant (G = 6.67 × 10⁻¹¹ Nm²/kg²)
Covers superposition principle for multi-mass systems
Important for vector-based numericals and equilibrium questions
This section focuses on one of the most frequently asked NEET concepts:
g = GM/R²
Concept of free fall acceleration near Earth
Variation of g with:
Height (h)
Depth (d)
Graph-based questions and approximations like g′ ≈ g(1 − 2h/R)
Key insight: g is maximum at Earth’s surface
This section explains motion beyond Earth and planetary dynamics:
ve = √(2GM/R)
Escape velocity concept and dependence on mass and radius
Independence from angle of projection
Kepler’s Laws:
Elliptical orbits
Equal areas in equal time
T² ∝ a³ relationship
Important for conceptual + numerical questions
This section connects gravitation with circular motion and energy:
v = √(GM/r)
Orbital speed and time period
Energy relations:
Kinetic Energy
Potential Energy
Total Energy (negative → bound system)
Types of satellites:
Geostationary (24 hours, ~35,800 km)
Polar (~100 min, weather use)
Concept of weightlessness (free fall condition)
This advanced section is crucial for high-level NEET questions:
V = -GM/r
Gravitational field intensity and potential
Relation: g = −dV/dr
Concepts of:
Hollow and solid spheres
Binding energy
Ring system field and potential
Important distinction between scalar (V) and vector (g) quantities
This makes it an ideal resource for last-minute revision and score improvement.
Covers high-weightage chapter (2–3 questions guaranteed)
Focus on important formulas and shortcuts
Includes conceptual clarity + numerical practice
Helps in quick revision before the exam
Strengthens PYQ-based understanding\
Gravitation in ONE SHOT for NEET 2026 provides a complete revision of theory, formulas, and numericals in a single session. The lecture covers everything from basic laws to advanced applications like satellites and gravitational potential, ensuring conceptual clarity and exam readiness.