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NCERT Solutions for Class 9 Science Chapter 1 Exploration Entering the World of Secondary Science (PDF) – 2027

NCERT Solutions for Class 9 Science Chapter 1 Exploration Entering the World of Secondary Science – step-by-step answers to every exercise and in-text question of the chapter, as per the latest NCERT syllabus for 2027. Read them online or download the free question-answer PDF.

The opening chapter of Exploration is about how science works rather than about any one topic. It explains why science builds simplified models, why it insists on precise words, agreed symbols and SI units and on mathematics as a language, what the words law, theory and principle actually mean, how prediction and estimation are used, and why the boundaries between physics, chemistry, biology and earth science are drawn by us and not by nature.

NCERT Solutions for Class 9 Science Chapter 1 Exploration Entering the World of Secondary Science PDF

All the answers are on this page below. The PDF also explains every answer – why it is right and how to check it – so download it for revision.

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NCERT Solutions for Class 9 Science Chapter 1 Exploration Entering the World of Secondary Science – Questions and Answers

All 13 questions of the chapter (textbook pages 1 – 7) are answered below, in the order of the book – in-text questions, activities and the end-of-chapter exercises. Each answer is written the way you would write it in the exam.

Example 1.1 — Page 2Why science uses models

Example
Q1A cricket shot. Think of a cricket ball being hit for a six. You want to make a simple model. What details would you include? What would you ignore?
Answer

First fix the question the model must answer: “Will the ball cross the boundary without hitting the ground first?”

Include (very important)Ignore in a simple model
Mass of the ballBrand of the bat
Speed with which the ball is hitColour of the ball
Direction (angle) in which it is hitAmount of grass on the field
Distance to the boundaryAir resistance, spin of the ball and stitching of the seam (small effects)

The brand of the bat, the colour of the ball and the grass make no difference to whether the ball clears the boundary. Air resistance, spin and the seam have only small effects, so a simple model ignores them; more complex models add such details back for greater accuracy.

Activity 1.1: Let us model — Page 2Building your own model

Activity
Q1Suppose you ride a bicycle from your school to your home. You want to model the time it takes to go home from school. What details would you keep? What details could you ignore? Suggest why ignoring some details may actually be useful.
Answer

the model has to give just one number — the time taken — so keep what changes the time noticeably and ignore the rest.

KeepIgnore
Distance from school to homeColour and make of the bicycle
My average cycling speedWhat I am wearing
Number and length of stops (traffic signals, level crossing)Each small pothole on the road
Slope of the road, a strong headwindSongs playing in my head
time = distance ÷ average speed + waiting time at stops
e.g. 3 km at 12 km/h: 3 ÷ 12 = 0.25 h = 15 min
two signals of about 90 s each = 3 min
total time ≈ 15 min + 3 min = 18 min

Why ignoring details is useful: the details we keep can actually be measured; the ignored ones change the time by only a few seconds, less than its normal day-to-day change; and a simple model is easy to test and correct.

Threads of Curiosity — Page 3The shared language of science: symbols and units

Threads of Curiosity
Q1Why is the speed of light denoted by ‘c’?
Answer

The speed of light is denoted by c because the symbol comes from the Latin word celeritas, meaning speed. Scientific symbols often come from history and are based on international agreements; they are not just convenient abbreviations. Today the speed of light is one of the physical constants, defined to be exactly 299792458 m/s.

Q2Why is a kilogram used everywhere?
Answer

A kilogram is used everywhere so that it means exactly the same amount in every shop, laboratory and country. Measurements are based on agreed international standards, not on local objects or opinions. Standard units:

  • allow scientific results to be compared anywhere in the world;
  • ensure fairness in daily life and trade — when we buy a kilogram of rice or vegetables, we get the same quantity from every seller.

Pause and Ponder — Page 4Laws, theories, principles and prediction

Pause and Ponder
Q1Think of a prediction you or your family made recently (for example, the outcome of a cricket match). Was it based on evidence and reasoning, or mainly on guesswork? How can scientific thinking improve such predictions?
Answer

Before a one-day match my uncle said, “India will win — they always win at this ground.” This was mostly guesswork. It used one real pattern (the home record) but ignored the pitch, injured players, dew and which team would bat second.

Scientific thinking can improve such a prediction by:

  1. stating it clearly so that it can be checked (“India will win”, not “India will play well”);
  2. listing the things that matter — record at that ground, pitch, weather, players’ form;
  3. using past data instead of memory (for example, in 13 of the last 20 matches here the team batting second won);
  4. checking the result afterwards and changing the reasoning if the prediction fails.

Example 1.2 — Page 4Making a prediction testable

Example
Q1How do we check predictions? Varsha told her friend Meghna, “It will rain this afternoon because the clouds look dark”. Think of some questions Meghna could ask Varsha to make this prediction scientifically testable.
Answer

Meghna should ask questions that look for measurable evidence and past patterns, not simple yes/no questions. For example:

  • “What was the condition of the sky the last time it rained?”
  • “What is the humidity today? Was it above 80 per cent the last time it rained?”
  • “What is today’s wind speed and direction?”
  • “Is the temperature dropping like it did before the recent rains?”
  • “How often in the last month did dark clouds appear and rain follow?”

Such questions ask about measurable data and past patterns, which go beyond just “the clouds look dark”.

Ready to Go Beyond — Page 4The limits of prediction

Ready to Go Beyond
Q1Why do weather forecasts sometimes go wrong?
Answer

Weather depends on many factors that keep changing together — temperature, pressure, humidity and wind. Forecasts use measurements and models, but the starting conditions can never be measured perfectly, and very tiny differences in conditions grow over time into completely different weather. So forecasts are usually reliable for a few hours or even a few days, but less certain further into the future.

Threads of Curiosity — Page 5Testing a claim with scientific questions

Threads of Curiosity
Q1Checking ‘viral’ claims on social media: Is eating food harmful during an eclipse?
Answer

No. No physical, chemical or biological mechanism can make food harmful during an eclipse. Asking simple scientific questions shows this:

QuestionAnswer from evidence
What is an eclipse, physically?Only a play of shadows — in a solar eclipse the Moon blocks sunlight from a part of the Earth (in a lunar eclipse the Earth’s shadow falls on the Moon)
Does the temperature change significantly?It may fall by a few °C for a short time, then return — less than the change after sunset
Does food go bad if it is left in a shadow?No. Food kept in the shade of a tree does not spoil because of the shade
Is any new harmful radiation produced?No. Less sunlight reaches the ground, not more

Ready to Go Beyond — Page 5Estimation as a scientific skill

Ready to Go Beyond
Q1How much rice would feed a family of four for a month?
Answer

About 70–80 kg of uncooked rice a month, assuming all the family’s calories come from rice alone.

energy needed per adult ≈ 2000 – 2500 kcal a day; take 2250 kcal
family of four, treating everyone as an adult (an overestimate): 4 × 2250 = 9000 kcal a day
100 g of uncooked rice gives about 350 kcal when cooked
rice per day = 9000 ÷ 350 × 100 g ≈ 2570 g ≈ 2.6 kg
rice per month ≈ 2.6 kg × 30 = about 77 kg

Check: 100 g a month is far too little and a few tonnes far too much; about 77 kg (roughly one and a half 50 kg sacks) is a sensible amount, so the estimate makes sense.

Example 1.3 — Page 6Estimating, and checking by a second route

Example
Q1Estimate how many litres of air you breathe in one day. Start by estimating how many breaths you take per minute, and the volume of one breath. Your aim is not to find an exact answer, but a reasonable estimate.
Answer

About 10,000 litres of air a day.

breaths at rest ≈ 12 – 15 per minute
minutes in a day = 60 × 24 = 1440
breaths per day ≈ 12 × 1440 to 15 × 1440 = 17,280 to 21,600 ≈ 20,000
a party balloon of about 2 litres takes 4 – 5 breaths to fill
so one breath ≈ 2 L ÷ 4 = 0.5 litre
air per day ≈ 20,000 × 0.5 L = 10,000 litres
Check with the balloon: one balloon takes about 20 s to blow up, so 3 balloons a minute
(3 balloons/minute) × (2 litres/balloon) × (1440 minutes/day) = 8640 litres

8640 litres is close to 10,000 litres, so the estimate is reasonable.

Pause and Ponder — Page 6Estimation, exactness and the branches of science

Pause and Ponder
Q2Describe one situation where an approximate answer is good enough, and one where you would need a very exact value.
Answer

Approximate answer is good enough — buying rice for a school picnic. For 80 students at about 60 g of uncooked rice each, we need about 80 × 60 g = 4800 g ≈ 5 kg. Buying a 5 kg or 6 kg bag is fine; half a kilogram more or less changes nothing.

A very exact value is needed — giving medicine to a child. The doctor decides the dose (often from the child’s body weight), and it must be measured exactly with the marked cup or dropper. Too much can harm the child and too little may not work.

Q3Choose a real‑life object (maybe a pressure cooker or a mobile phone) or a problem (maybe a traffic jam near your school). Make a sketch listing what kind of ideas from physics, chemistry, biology, earth science, or mathematics are involved. Show how at least two branches of science connect with your example.
Answer

Sample answer — the pressure cooker.

BranchIdeas involved
PhysicsPressure of trapped steam; boiling point rises with pressure; conduction of heat through the base; the weight (whistle) on the vent
ChemistryStarch grains absorb water and soften; chemical changes go faster at higher temperature; the metals used for the body
BiologyHeat kills most germs; softened food is easier to digest; some vitamins (like vitamin C) are lost on heating
Earth scienceLPG is a fossil fuel; less cooking time means less fuel burnt and less CO₂ released; water boils below 100 °C in the hills
MathematicsReading a pressure–temperature graph; working out the time and fuel saved as a percentage

How two branches connect (sketch):

PHYSICS — the lid seals the vessel, so steam pressure builds up to about twice the pressure of the outside air. PHYSICS — at higher pressure water boils at about 120 °C instead of 100 °C, so the food gets hotter. CHEMISTRY — the changes that cook food, like starch softening, go much faster at this higher temperature. BIOLOGY — food softens sooner and is easier to digest; most germs are killed at this high temperature. MATHEMATICS and EARTH SCIENCE — shorter cooking burns less LPG (a fossil fuel) and releases less CO₂; the fuel saved can be worked out as a percentage.
One chain, four branches: a physics idea (pressure raises the boiling point) sets up a chemistry idea (rate rises with temperature), which produces the biological and environmental result.

Physics (higher pressure raises the boiling point of water to about 120 °C) leads to chemistry (the changes that cook food go faster at this higher temperature), so food cooks sooner and less fuel is used.

Ready to Go Beyond — Page 7Real problems need several branches together

Ready to Go Beyond
Q1How does a mask really work?
Answer

A mask works as a trap, not a simple sieve: tiny droplets and particles carrying viruses are made to touch its fibres and stick to them. Understanding this needs several branches of science:

  • Physics — particle motion (large droplets run straight into fibres; very small particles wander onto them) and electrostatic attraction (charged fibres pull particles in).
  • Chemistry — properties of polymer fibres such as polypropylene, which repels water and holds an electric charge.
  • Biology — size and behaviour of viruses: a virus is tiny (about 0.1 µm) but travels inside much larger droplets from breath, coughs and sneezes.
  • Mathematics — modelling the airflow and how much each layer filters.

Chapter 1 of 12 – Science

Also for This Chapter

NCERT Solutions Class 9 Science Chapter 1 Exploration Entering the World of Secondary Science – Overview

ClassClass 9
SubjectScience
Chapter1 – Exploration Entering the World of Secondary Science
Textbook pages1 – 7
Questions solved13
Session2027
FormatFull answers on this page + PDF

NCERT Solutions Class 9 Science Chapter 1 – FAQs

Where can I download NCERT Solutions Class 9 Science Chapter 1 Exploration Entering the World of Secondary Science PDF?

Read every answer on this page, or download the free PDF from the table at the top.

Is this for the 2027 session?

Yes, it follows the latest NCERT Class 9 Science book for 2027.

How many questions are solved in NCERT Class 9 Science Chapter 1?

All 13 questions of the chapter (textbook pages 1 – 7) – the in-text questions, activities and the end-of-chapter exercises.

How should I use these solutions?

Read the chapter in the NCERT book first, attempt the questions yourself, then check your answers here.

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