NCERT Solutions for Class 8 Science Chapter 11 Keeping Time with the Skies – 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 Moon does not change shape — our view of it does. This chapter builds the whole idea of a calendar out of that one fact: the phases of the Moon come from the changing Sun–Earth–Moon angle, and the three natural cycles of rotation, revolution of the Moon and revolution of the Earth give us the day, the month and the year — and with them lunar, solar and luni-solar calendars.
NCERT Solutions for Class 8 Science Chapter 11 Keeping Time with the Skies 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.
| Chapter | Download | |
|---|---|---|
| Solutions PDF (English medium) | Keeping Time with the Skies | View PDF |
| Solutions PDF (Hindi medium) | आकाशीय परिघटनाएँ और काल-निर्धारण | View PDF |
NCERT Solutions for Class 8 Science Chapter 11 Keeping Time with the Skies – Questions and Answers
All 38 questions of the chapter (textbook pages 170 – 189) 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.
Probe and ponder — Page 170Chapter opener
Yes. The Moon is often seen in the daytime sky (Meera saw it at the kite festival). It shines by reflecting sunlight, and this light is bright enough to show against the blue sky. The Moon rises about 50 minutes later each day, so on many days it is above the horizon while the Sun is also up — for example, moonrise on 7 April 2025 was at 14:23. It is not seen near new Moon, when it is too close to the Sun.
Every unit of time comes from a natural cycle, so on the Moon:
- Day — sunrise to sunrise would take about 29.5 Earth days (about two weeks of daylight, then two weeks of night), because the same half of the Moon always faces the Earth.
- Month — seen from the Moon, the Earth would show phases in the same 29.5 days, so the month and the day would be about the same length.
- Year — the Moon goes round the Sun along with the Earth, so a year would still be about 365¼ days.
The two moons would have different orbits and periods, so the night sky would change in several ways:
- Two different phases could be seen on the same night; both would rarely be full together.
- Fully dark nights would become rare.
- A “month” would no longer be one clear unit, so calendars would be harder to make.
- Eclipses would happen more often, and tides would be less regular.
By counting natural periodic events — events that repeat with a fixed period. That is exactly how every calendar in history began, and the chapter uses three of them.
| Natural cycle | What is really moving | How you would use it | Length |
|---|---|---|---|
| Sunrise, noon, sunset | Earth turning on its axis | Fix a stick upright and mark the tip of its shadow. The shadow is shortest at noon; the gap between two noons is one day (Activity 11.3) | 24 hours |
| Phases of the Moon | Moon revolving round the Earth | Count nights from one full Moon to the next; each night’s shape tells you where you are in the count | About 29.5 days |
| Cycle of seasons; sunrise point moving along the horizon | Earth revolving round the Sun | Mark where the Sun rises against a tree or a hill. It creeps north till about 21 June and south till about 21 December — Uttarayan and Dakshinayan | About 365 days |
Activity 11.1: Let us explore — Page 17211.1 How Does the Moon’s Appearance Change and Why?
| Table 11.1: Documenting changes in the Moon’s appearance | |||||
|---|---|---|---|---|---|
| Day | Date | Moon seen at | Appearance of the Moon in the sky | Size of the bright portion compared to the previous day | Moon and Sun separation in the sky compared to the previous day |
| 1. | Sunrise/Sunset | — | — | ||
| 2. | Sunrise/Sunset | Increased/ Decreased | Closer/Farther | ||
| 3. | Sunrise/Sunset | Increased/ Decreased | Closer/Farther | ||
Yes. The shape of the bright part is a little different every single day, and the change goes in one direction for a whole fortnight before it reverses.
Starting at sunrise the day after full Moon, this is what your Table 11.1 should show:
| Roughly which day | Appearance of the Moon | Bright portion compared to the previous day | Moon–Sun separation compared to the previous day |
|---|---|---|---|
| Day 1 | Full bright circle | — | — |
| Days 2–7 | Gibbous, shrinking | Decreased | Closer |
| About Day 8 | Half circle | Decreased | Closer |
| Days 9–14 | Crescent, getting thinner | Decreased | Closer |
| About Day 15 | Not visible (new Moon) | Decreased to nothing | Closest to the Sun |
| Days 16–29 | Crescent → half → gibbous → full again | Increased | Farther |
No. For a day or two around new Moon (Amavasya) the Moon cannot be seen: its non-illuminated half faces the Earth, and it is in nearly the same direction as the Sun, so it is lost in the Sun’s glare.
No. At the same time (say, sunrise) on successive days the Moon is seen in a different part of the sky. During the waning fortnight it appears closer to the Sun each day (and during the waxing fortnight, farther from it). This is because the Moon moves ahead in its orbit each day, so the Earth must turn about 50 minutes more for the Moon to come back to nearly the same place in the sky (Fig. 11.6).
In-text Questions — Page 17311.1.2 Locating the Moon
Yes. Seen at sunrise each day, the Moon appears in a different part of the sky — and closer to the Sun each day as its bright part decreases:
| Days after full Moon | Phase you see | Angle between Moon and Sun in the sky | Where it is at sunrise |
|---|---|---|---|
| 0 | Full circle | About 180° | Setting on the western horizon |
| About 7 | Half circle | About 90° | Overhead |
| About 11 | Crescent | About 45° | In the eastern sky, well above the Sun |
| About 15 | Not visible | Nearly 0° | Rising with the Sun — lost in daylight |
A step further — Page 17311.1.2 Locating the Moon
Sample observation. Moonrise gets later by about 50 minutes each day. The chapter’s own two readings show it:
Moonrise on 8 April 2025 = 15:17
Delay = 15:17 − 14:23 = 54 minutes
Different days give slightly different values — usually between about 30 and 70 minutes — but the average over a month is close to 50 minutes.
In-text Questions — Page 17411.1.3 Making sense of our observations
The Sun always lights exactly one half of the Moon — the half facing the Sun. We see only the part of this lit half that faces the Earth. When the Moon appears far from the Sun (full Moon), the whole lit half faces us. As the Moon appears closer to the Sun, more of its lit half is turned away from the Earth and we see it more edge-on, so the bright part we see gets smaller — gibbous, half, then crescent. At new Moon, nearest the Sun, only the dark half faces us.
Activity 11.2: Let us explore — Page 17411.1.3 Making sense of our observations
At position E — the ball held out towards the lamp — the side facing you is not illuminated. You see a dark ball.
Yes. As you turn anticlockwise, the shape of the illuminated portion changes smoothly, in a fixed order:
Yes. At the gibbous and crescent positions (B, D, F and H) the line separating the illuminated and non-illuminated portions looks curved. At the two half-lit positions (C and G) it looks straight, and at A (fully lit) and E (dark) no such line is seen.
Yes. The sequence you see matches Fig. 11.4c position by position, and each position matches a real phase of the Moon in Fig. 11.5:
| Position of the ball | Where it is with respect to the lamp | What you see | Matching phase of the Moon |
|---|---|---|---|
| A | Opposite the lamp | Whole disc bright | Full Moon (Purnima), Day 1 |
| B and H | Slightly to one side of A | More than half bright | Gibbous phase |
| C and G | At right angles to the lamp | Exactly half bright, straight edge | Half Moon |
| D and F | Slightly to one side of E | Less than half bright | Crescent phase |
| E | Towards the lamp | No bright part at all | New Moon (Amavasya), Day 15 |
In-text Questions — Page 17611.1.3 Making sense of our observations
Yes. In Activity 11.1, as the bright part of the Moon decreased (waning), the Moon appeared closer to the Sun each day, and on new Moon day it could not be seen at all. As the bright part increased (waxing), it appeared farther from the Sun, until at full Moon it was opposite the Sun. Fig. 11.5a shows the same thing: at E (new Moon) the Moon is in the direction of the Sun, and at A (full Moon) it is on the far side of the Earth.
In-text Questions — Page 17811.2 How Did Calendars Come into Existence?
By counting them. Any event that repeats after a fixed interval can be used as a unit, and measuring time is simply counting how many of those intervals have gone by. The three cycles in this chapter give the three units we still use.
| Natural cycle | What is actually moving | Length | Unit of time it defines |
|---|---|---|---|
| Sun returns to its highest point in the sky | Earth rotating on its axis | 24 hours | The (mean solar) day |
| Moon completes one cycle of phases | Moon revolving round the Earth | About 29.5 days | The month |
| Seasons return to where they started | Earth revolving round the Sun | About 365¼ days | The year |
Activity 11.3: Let us measure a day! — Page 17811.2 How Did Calendars Come into Existence?
| Table 11.2: Finding the duration of a solar day | ||
|---|---|---|
| Date | Time of shortest shadow (hh:mm) | Duration of day (hh:mm) |
| 22 March 2025 | 12:20 | —— |
| 23 March 2025 | 12:20 | 24:00 |
| 24 March 2025 | 12:19 | 23:59 |
The shortest shadow of the day marks the moment the Sun is highest in the sky, so the gap between two such moments on consecutive days is one solar day. Using the readings printed in Table 11.2:
23 March 2025 — shortest shadow at 12:20
Duration = 12:20 next day − 12:20 = 24 h 00 min
23 March 2025 — 12:20
24 March 2025 — 12:19
Duration = 24 h − 1 min = 23 h 59 min
Yes, it is almost exactly 24 hours.
= (1440 min + 1439 min) ÷ 2
= 2879 ÷ 2 = 1439.5 min
= 23 h 59 min 30 s, that is, nearly 24 hours
In-text Questions — Page 18311.3 Are Festivals Related to Astronomical Phenomena?
Because most Indian festivals are fixed by the phase of the Moon, while the dates we quote come from the Gregorian solar calendar — and a lunar year and a solar year are not the same length.
1 solar year ≈ 365 days
Shortfall each year = 365 − 354 = about 11 days
So a festival fixed by the Moon comes about 11 days earlier on the Gregorian calendar each year. In luni-solar calendars an extra month (Adhika Maasa) added every 2–3 years moves it about a month later again, so its date shifts by less than a month. Festivals on a purely lunar calendar, such as Eid-ul-Fitr, can fall in any Gregorian month.
In-text Questions — Page 18511.4 Why Do We Launch Artificial Satellites in Space?
They are not stars — they are artificial satellites orbiting the Earth. They look like points of light with steady or flickering brightness that move fast across the sky, and are best seen just after sunset or just before sunrise, when they are still lit by the Sun.
Yes, their motion is periodic. Most orbit about 800 km above the Earth’s surface and take roughly 100 minutes for one orbit — about 14 orbits a day.
Activity 11.4: Let us identify — Page 18511.4 Why Do We Launch Artificial Satellites in Space?
To identify satellites in the sky, look for any moving object in the sky that appears as a point of light with steady or flickering brightness and is moving very fast across the sky. You can see them with the naked eye or with binoculars.
You may use mobile apps or websites that provide details of satellites visible in your location and when they will be passing above you in the sky.
Sample observation: About an hour after sunset, a steady point of light, like a faint star, was seen moving smoothly from the west towards the north-east. It crossed a large part of the sky in about 4–5 minutes and then faded away without setting. It did not blink and had no coloured lights, so it was a satellite, not an aeroplane.
Keep the curiosity alive — Page 187End-of-chapter questions
(i) We can only see that part of the Moon which reflects sunlight towards us.
(ii) The shadow of Earth blocks sunlight from reaching the Moon causing phases.
(iii) Calendars are based on various astronomical cycles which repeat in a predictable manner.
(iv) The Moon can only be seen at night.
| Statement | True / False | Reason |
|---|---|---|
| (i) We can only see that part of the Moon which reflects sunlight towards us. | True | The Moon emits no light of its own. Only the portion that is both lit by the Sun and turned towards the Earth can be seen. |
| (ii) The shadow of Earth blocks sunlight from reaching the Moon causing phases. | False | Phases come from the changing Sun–Earth–Moon angle as the Moon revolves. Earth’s shadow on the Moon causes a lunar eclipse, which happens only on some full Moon days. |
| (iii) Calendars are based on various astronomical cycles which repeat in a predictable manner. | True | The day, the month and the year come from Earth’s rotation, the Moon’s cycle of phases and Earth’s revolution. |
| (iv) The Moon can only be seen at night. | False | The Moon rises about 50 minutes later each day, so on many days it is above the horizon in daylight — as Meera saw at the kite festival. |
No. His birthday returns on 6 May every year, but the full Moon does not.
12 cycles of the Moon’s phases = 12 × 29.5 = 354 days
Difference = 365 − 354 = about 11 days
So in one year the Moon completes 12 cycles and then moves on about 11 days more. On his next birthday the Moon is about 11 days past full — a waning crescent, not a full Moon.
- Stars are seen through the dark part of the Moon. The Moon is a solid, opaque body; it hides every star behind it, so no star can ever appear inside the Moon’s disc — not even in its dark part.
- The Moon is drawn in front of a cloud (the cloud on the left is partly hidden behind the Moon). Clouds are only a few kilometres above us, while the Moon is about 3,84,000 km away, so a cloud can hide the Moon, but the Moon can never hide a cloud.
| Picture label (e.g. A, B, C, etc.) | Phase of Moon |
|---|---|
| Three days after New Moon | |
| Full Moon | |
| Three days after Full Moon | |
| A week after Full Moon | |
| Day of New Moon |
(i)
| Picture label | Phase of Moon | Why |
|---|---|---|
| D | Three days after New Moon | A thin crescent — only about a tenth of the disc is bright, and it is growing (waxing) |
| E | Full Moon | The whole disc is bright |
| A | Three days after Full Moon | Almost full, with a thin dark crescent bitten out of one edge — a gibbous Moon that has just begun to wane |
| C | A week after Full Moon | Exactly half bright with a straight dividing line — the Moon is now 90° from the Sun |
| B | Day of New Moon | Completely dark — only the non-illuminated half faces the Earth |
(ii) F. In F the dark part is a small “bite” at the top-left: the line between the bright and dark parts ends at two points on the Moon’s edge that are not opposite each other. Sunlight always lights exactly half the Moon, so this line must always join two opposite points of the edge. Hence F is never seen from the Earth.
(i) Draw the phase of the Moon that Malini saw.
(ii) Is the Moon in the waxing or the waning phase?
(i) She saw a half Moon — exactly half the disc bright, with a straight dividing line, and the bright half turned towards the setting Sun in the west.
(ii) It is in the waxing phase (Shukla Paksha).
Kaushalya is telling the truth. Ravi cannot be right.
- Ravi: a Moon rising in the east just as the Sun sets in the west is opposite the Sun (180° away). At that position the whole lit half faces us, so it must be a full Moon, not a crescent. A crescent is always fairly close to the Sun in the sky.
- Kaushalya: a waxing gibbous Moon rises in the east in the afternoon (moonrise around 2:00–4:00 p.m.), so it can be seen in daylight.
Less often. A slower Moon takes longer to go through its phases, so each lunar month becomes longer and 12 lunar months add up to more than 354 days. The lunar year then falls short of the solar year by less than 11 days, so it takes more years for the shortfall to add up to a whole month. The intercalary month will therefore be needed less often.
Count the months available and compare them with the number of full Moons.
Number of full Moons = 37
37 is greater than 36
Suppose, on the contrary, that no two full Moons shared a month. Then each of the 37 full Moons would need a month of its own, so we would need at least 37 different months. But only 36 months exist in those three years. That is impossible, so the supposition is wrong: at least one calendar month must contain two full Moons.
She would have seen the full Moon (Purnima).
To be in the sky from sunset to sunrise, the Moon must rise when the Sun sets and set when the Sun rises. This happens only when the Moon is opposite the Sun, and then the whole illuminated half faces the Earth.
About 700 to 750 years — roughly seven centuries.
Drift each year = ¼ day = 0.25 day
So the calendar slips 1 day behind the seasons every 4 years
15 August is now in the rainy season. Winter weather comes about 6 months earlier in the seasonal cycle:
Days to slip = 365 ÷ 2 ≈ 183 days
Years needed = 183 × 4 = about 730 years
Artificial satellites are launched to do jobs that are difficult or impossible from the ground:
| Purpose | What it does for us |
|---|---|
| Communication | Carries telephone, television and internet signals between places too far apart to be linked directly |
| Navigation | Lets a receiver on the ground, in a ship or in an aircraft fix its exact position |
| Weather monitoring | Tracks clouds, storms and cyclones from above, so warnings can be issued in time |
| Disaster management | Maps floods, cyclones and earthquakes so relief can be sent where it is needed |
| Scientific research | Studies the Earth, the Sun, the planets, stars and other celestial objects from above the atmosphere |
| Measure of time | Periodic phenomenon it is based on | Length |
|---|---|---|
| (i) Day | The rotation of the Earth about its own axis, which makes the Sun return to its highest point in the sky — found from the shortest shadow | 24 hours (the mean solar day) |
| (ii) Month | One complete cycle of the phases of the Moon, caused by the Moon’s revolution around the Earth | About 29.5 days |
| (iii) Year | The revolution of the Earth around the Sun, which gives one complete cycle of seasons | About 365¼ days |
Discover, design, and debate — Page 188Science • Society • Interdisciplinary Projects
Observation: Your finger always reaches the bright edge of the crescent first — the bulging bright side of the crescent always faces the Sun. This shows that the Moon’s light is sunlight reflected by the half of the Moon that faces the Sun. The two tips of the crescent lie at opposite ends of the Moon’s edge, so the line joining them is a diameter of the Moon.
The dates that can differ are the ones that fall between 29 February and 20 April — that is, the last three weeks of Phalguna and the whole of Chaitra. Everything from 1 Vaisakha to 9 Phalguna maps to the same Gregorian date every single year.
| Month of the Indian National Calendar | Days | Gregorian dates in a common year |
|---|---|---|
| Chaitra | 30 (31 in a leap year) | 22 March – 20 April (21 March – 20 April in a leap year) |
| Vaisakha | 31 | 21 April – 21 May |
| Jyaistha | 31 | 22 May – 21 June |
| Asadha | 31 | 22 June – 22 July |
| Sravana | 31 | 23 July – 22 August |
| Bhadra | 31 | 23 August – 22 September |
| Asvina | 30 | 23 September – 22 October |
| Kartika | 30 | 23 October – 21 November |
| Agrahayana | 30 | 22 November – 21 December |
| Pausa | 30 | 22 December – 20 January |
| Magha | 30 | 21 January – 19 February |
| Phalguna | 30 | 20 February – 21 March (20 February – 20 March when February has 29 days) |
| State | New Year festival | Calendar it follows | When it falls |
|---|---|---|---|
| Maharashtra | Gudi Padwa | Luni-solar | First day after the new Moon of Chaitra (March–April) |
| Karnataka, Andhra Pradesh, Telangana | Ugadi | Luni-solar | The same day as Gudi Padwa |
| Gujarat | Bestu Varas | Luni-solar | The day after Diwali, in Kartika (October–November) |
| Jammu and Kashmir | Navreh | Luni-solar | First day of Chaitra (March–April) |
| Manipur | Cheiraoba (Sajibu Nongma Panba) | Luni-solar | First day of the month of Sajibu (April) |
| Punjab | Vaisakhi | Solar (sidereal) | 13 or 14 April almost every year |
| West Bengal | Poila Baisakh | Solar (sidereal) | 14 or 15 April |
| Assam | Bohag Bihu (Rongali Bihu) | Solar (sidereal) | 14 or 15 April |
| Tamil Nadu | Puthandu | Solar (sidereal) | 14 April |
| Kerala | Vishu | Solar (sidereal) | 14 or 15 April |
| Odisha | Pana Sankranti (Maha Vishuva Sankranti) | Solar (sidereal) | 14 April |
(fill your own table from the calendars you collect and compare — dates for a festival can differ by a day between regions):
| Year | Eid-ul-Fitr | Shift from previous year | Diwali (Lakshmi Puja) | Shift from previous year |
|---|---|---|---|---|
| 2021 | 14 May | — | 4 November | — |
| 2022 | 3 May | 11 days earlier | 24 October | 11 days earlier |
| 2023 | 22 April | 11 days earlier | 12 November | 19 days later — a jump |
| 2024 | 11 April | 11 days earlier | 31 October | 12 days earlier |
| 2025 | 31 March | 11 days earlier | 20 October | 11 days earlier |
Eid-ul-Fitr comes about 11 days earlier every year (its lunar date, 1 Shawwal, stays the same). Diwali also moves about 11 days earlier, but from 2022 to 2023 it jumped 19 days later — so the year 2023 had an intercalary month (an extra Shravana, the Adhika Maasa).
Yes. The sunrise point moves along the horizon. From about 21 December to 21 June it shifts northward month by month (Uttarayan); from about 21 June to 21 December it shifts southward (Dakshinayan). The Sun rises exactly in the east only around the equinoxes (about 21 March and 23 September). This is the Uttarayan and Dakshinayan that our ancestors noticed.
Chapter 11 of 13 – Science
- Previous: Chapter 10 Light Mirrors and Lenses
- Next: Chapter 12 How Nature Works in Harmony
- All chapters: NCERT Solutions Class 8 Science
Also for This Chapter
NCERT Solutions Class 8 Science Chapter 11 Keeping Time with the Skies – Overview
| Class | Class 8 |
| Subject | Science |
| Chapter | 11 – Keeping Time with the Skies |
| Textbook pages | 170 – 189 |
| Questions solved | 38 |
| Session | 2027 |
| Format | Full answers on this page + PDF |
NCERT Solutions Class 8 Science Chapter 11 – FAQs
Where can I download NCERT Solutions Class 8 Science Chapter 11 Keeping Time with the Skies 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 8 Science book for 2027.
How many questions are solved in NCERT Class 8 Science Chapter 11?
All 38 questions of the chapter (textbook pages 170 – 189) – 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.