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CBSE NCERT Chapter Notes

Gravitation

Class 9 Science, Chapter 10

By Preksha InstitutePublished: 23 October 202632 min readMediumExam relevant
Science chapters10 of 15
  1. 01Matter in Our Surroundings
  2. 02Is Matter Around Us Pure
  3. 03Atoms and Molecules
  4. 04Structure of the Atom
  5. 05The Fundamental Unit of Life
  6. 06Tissues
  7. 07Diversity in Living Organisms
  8. 08Motion
  9. 09Force and Laws of Motion
  10. 10Gravitation
  11. 11Work and Energy
  12. 12Sound
  13. 13Why Do We Fall Ill
  14. 14Natural Resources
  15. 15Improvement in Food Resources
Class 9

Science

Chapter 10 of 15

  1. 01Matter in Our Surroundings
  2. 02Is Matter Around Us Pure
  3. 03Atoms and Molecules
  4. 04Structure of the Atom
  5. 05The Fundamental Unit of Life
  6. 06Tissues
  7. 07Diversity in Living Organisms
  8. 08Motion
  9. 09Force and Laws of Motion
  10. 10Gravitation
  11. 11Work and Energy
  12. 12Sound
  13. 13Why Do We Fall Ill
  14. 14Natural Resources
  15. 15Improvement in Food Resources
View subject overview
Home›Resources›class 9›science›gravitation
Quick Links:Resources HomeBack to Class 9View all chapters
Class 9ScienceChapter 10Preksha • Deep Concept Revision

Gravitation

Concept-first revision with scientific reasoning, everyday links, diagrams, worked examples and exam-focused practice.

Chapter Snapshot

  • Every pair of masses attracts with gravitational force proportional to the product of masses and inversely proportional to square of separation.
  • Near Earth, freely falling objects accelerate downward at approximately g.
  • Mass is a measure of matter/inertia; weight is gravitational force W=mg.
  • Pressure equals normal thrust per unit area.
  • A fluid exerts upward buoyant force on immersed objects.
  • Archimedes principle relates buoyant force to the weight of displaced fluid.

What You Will Learn

  • ✓State and apply universal gravitation
  • ✓Explain free fall and acceleration due to gravity
  • ✓Distinguish mass and weight
  • ✓Use thrust and pressure
  • ✓Explain buoyant force
  • ✓Apply Archimedes principle and relative density
Exam PriorityBoardsVery HighFoundationVery High

Why This Chapter Matters

The same interaction that makes a dropped stone fall also keeps the Moon in orbit. Newton's insight was to treat terrestrial falling and celestial motion as consequences of one universal force. This chapter begins at astronomical scale, then returns to everyday questions about falling bodies, weighing scales, pressure and floating. The unifying idea is force: gravity pulls masses together, while fluids exert pressure and buoyancy.

Bridge from Earlier Learning

  • Newton laws
  • Mass and force
  • Equations of motion
  • Area and volume
  • Density

These ideas are reused and deepened in this chapter.

1. Universal Gravitation

Start with the Core Idea

Every mass attracts every other mass. The force increases with both masses and decreases rapidly as separation grows. Doubling distance reduces force to one-fourth. The law is universal because the same mathematical relationship applies to falling objects, planetary motion and astronomical interactions.

2. Why Objects Fall Toward Earth

Earth attracts an object and the object attracts Earth with equal force by Newton's third law. The object's acceleration is noticeable because its mass is small compared with Earth. Earth's acceleration toward the object is extremely tiny because its mass is enormous. Near Earth's surface, ignoring air resistance, freely falling objects have approximately the same acceleration g.

3. Free Fall Equations

Free fall is motion under gravity alone. The standard equations of uniformly accelerated motion can be used with acceleration replaced by g. Sign convention is crucial. If upward is positive, acceleration due to gravity is negative; if downward is positive, it is positive. Many mistakes are sign errors rather than conceptual errors.

4. Mass and Weight

Mass is a property of the body and does not depend on location in ordinary school physics. Weight is the gravitational force on the body, so it depends on local g. A person has essentially the same mass on Earth and Moon but lower weight on the Moon because lunar gravity is weaker.

5. Thrust and Pressure

Thrust is force acting normally on a surface. Pressure is thrust per unit area. The same force produces larger pressure when concentrated on a smaller area, explaining sharp knives, nails and wide shoulder straps. In fluids, pressure acts in all directions and generally increases with depth.

6. Buoyancy

An immersed body experiences pressure on all sides. Since fluid pressure is greater at greater depth, the upward pressure force on the lower surface can exceed the downward force on the upper surface. The net upward force is buoyancy or upthrust. Whether an object rises, sinks or remains suspended depends on the balance between buoyant force and weight.

7. Archimedes Principle

Archimedes principle states that an immersed body experiences an upward buoyant force equal to the weight of the fluid displaced. This explains apparent loss of weight in water and is used in density measurements. A floating object displaces enough fluid that buoyant force equals its weight.

8. Density and Relative Density

Density is mass per unit volume. Relative density compares a substance's density with water, so it has no unit. Objects with average density less than the surrounding fluid tend to float. Shape and enclosed air matter, which is why a steel ship can float even though steel itself is denser than water.

Visualise the Concept

Gravity pulls downward while fluid-pressure differences can create upward buoyant force.

Formula / Relationship Sheet

Formula / Key Relations

Universal gravitation

F=Gm1m2r2F=G\frac{m_1m_2}{r^2}F=Gr2m1​m2​​

r is centre-to-centre separation.

Weight

W=mgW=mgW=mg

g depends on location.

Pressure

P=F⊥AP=\frac{F_\perp}{A}P=AF⊥​​

Normal force per unit area.

Density

ρ=mV\rho=\frac{m}{V}ρ=Vm​

SI unit kg/m³.

Relative density

RD=ρsubstanceρwater\text{RD}=\frac{\rho_{\text{substance}}}{\rho_{\text{water}}}RD=ρwater​ρsubstance​​

Dimensionless.

Worked Examples & Scientific Reasoning

Weight
Question
Find weight of a 50 kg person where g=9.8 m/s\u00b2.
Solution
W=50(9.8)=490 NW=50(9.8)=490\text{ N}W=50(9.8)=490 N
Pressure
Question
A force of 200 N acts normally on area 0.5 m\u00b2.
Solution
P=2000.5=400 PaP=\frac{200}{0.5}=400\text{ Pa}P=0.5200​=400 Pa
Distance effect
Question
If gravitational separation doubles, how does force change?
Solution
F∝1r2⇒F′=F4F\propto\frac1{r^2}\Rightarrow F^\prime=\frac{F}{4}F∝r21​⇒F′=4F​
Floating ship
Question
Why can a steel ship float?
Solution

Its hollow shape lowers its average density and lets it displace enough water for buoyant force to balance weight.

Observe Like a Scientist

Compare Floating and Sinking

Aim

Use a simple observation to test or visualise the central idea.

Method

Place safe small objects such as a plastic cap, coin and cork in a bowl of water. Observe which float and relate the results to average density and displaced water.

What to Record

Write what you observe first, then explain it using the chapter concept.

Exam Thinking Strategy

Exam Point:

Separate mass from weight, then weight from buoyancy. For free fall choose a sign convention and keep it consistent.

Common Mistakes

Common Mistake

Mistake: Heavier objects fall faster in vacuum because gravity pulls harder.

Correct idea: The force is larger, but F/m gives approximately the same g near Earth.

Common Mistake

Mistake: Mass changes when an object goes to the Moon.

Correct idea: Mass remains essentially the same; weight changes.

Common Mistake

Mistake: A floating object has no weight.

Correct idea: Its weight is balanced by buoyant force.

Key Terms

GravitationUniversal Gravitational ConstantFree FallAcceleration due to GravityMassWeightThrustPressureBuoyancyArchimedes PrincipleRelative Density

Quick Revision

Quick Revision

  • Every pair of masses attracts with gravitational force proportional to the product of masses and inversely proportional to square of separation.
  • Near Earth, freely falling objects accelerate downward at approximately g.
  • Mass is a measure of matter/inertia; weight is gravitational force W=mg.
  • Pressure equals normal thrust per unit area.
  • A fluid exerts upward buoyant force on immersed objects.
  • Archimedes principle relates buoyant force to the weight of displaced fluid.
  • Revise the explanation behind each definition or formula, not only the wording.

Focused Practice

Q1MCQModerateClass 9

If distance between two masses doubles, gravitational force becomes?

View Solution

One-fourth

Q2ShortModerateClass 9

Differentiate mass and weight.

View Solution

Mass is location-independent matter/inertia measure; weight is gravitational force W=mg and changes with g.

Q3NumericalModerateClass 9

Find weight of 10 kg mass at g=9.8 m/s².

View Solution

98 N

Q4NumericalModerateClass 9

100 N force acts on 0.02 m². Find pressure.

View Solution

5000 Pa

Q5HOTSModerateClass 9

Why does a person feel lighter in water?

View Solution

Water provides upward buoyant force, reducing apparent weight.

Q6Long AnswerModerateClass 9

Explain Archimedes principle and floating.

View Solution

Buoyant force equals weight of displaced fluid; a floating body settles until displaced-fluid weight equals body weight.

Final Chapter Summary

Chapter Summary

  • Every pair of masses attracts with gravitational force proportional to the product of masses and inversely proportional to square of separation.
  • Near Earth, freely falling objects accelerate downward at approximately g.
  • Mass is a measure of matter/inertia; weight is gravitational force W=mg.
  • Pressure equals normal thrust per unit area.
  • A fluid exerts upward buoyant force on immersed objects.
  • Archimedes principle relates buoyant force to the weight of displaced fluid.
  • A strong answer explains the mechanism or reason, then uses the correct scientific term, relation or example.

Related Chapters

Force and Laws of Motion
Work and Energy
Previous chapterForce and Laws of MotionNext chapterWork and Energy
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