Lakshya NDA

Paper II · Part B — Physics

Gravitation

Exam-focused notes, visual explanation, traps, revision sheet and every mapped past NDA question.

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Core5 mapped NDA questions

Build the idea

Build exam-ready understanding by connecting the core idea, formulas or facts, worked example and previous NDA questions. Focus on why each rule works, then test it under timed conditions.

Concept

Every mass attracts every other mass with a force described by Newton's law of gravitation. Near the Earth this gives a body its weight and a free-fall acceleration g.

Mass is constant; weight depends on g and so varies with location.

Key Points & Formulas

  • Gravitational force F = G m₁m₂ / r².
  • Weight W = mg; g ≈ 9.8 m/s² near the Earth's surface.
  • g is greatest at the poles, least at the equator; decreases with altitude.
  • Weight on the Moon ≈ 1/6 of that on the Earth.

Worked Example

Q. A body has mass 10 kg. Find its weight on Earth (g = 9.8 m/s²).

W = mg.

= 10 × 9.8 = 98 N.

Common traps

  • Reading the prompt too quickly and missing a qualifier.
  • Memorising the result without checking when it applies.
  • Skipping units, signs, chronology or the final reasonableness check.

NDA shortcuts

  • State the governing rule before substituting values.
  • Eliminate impossible options before doing full calculation.

One-screen revision sheet

Recall before you practise

  • Core definition
  • Most-used rule
  • One representative example

Past-paper bank

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5 NDA questions

Choose an answer before the solution appears. Option order is mixed automatically.

Question 1

NDA Practice 2026

The acceleration of a freely falling body near the Earth's surface is about

Question 2

NDA I 2025

Two bodies of unequal masses are dropped from a tower. At any instant, they have equal

Question 3

NDA II 2024

An astronaut whose weight on the Earth is 600 N experiences weightlessness on International Space Station orbiting around the Earth. It means that

Question 4

NDA I 2024

Escape speed from the Earth is close to 11.2 km s^-1. On another planet whose radius is half of the Earth’s radius and whose mass density is four times that of the Earth, the escape speed in km s^-1 will be close to:

Question 5

NDA II 2024

The masses of two planets are in the ratio of 1 : 7. The ratio between their diameters is 2 : 1. The ratio of forces which they exert on each other is