Answers to all "Keep the curiosity alive" questions of Chapter 11, Keeping Time with the Skies (NCERT Class 8 Science, Curiosity, 2026-27): phases of the Moon, waxing and waning, where and when the Moon is seen, lunar, solar and luni-solar calendars, intercalary months, leap years, and artificial satellites. All 12 questions are answered, with the key answer highlighted.
We see only the part of the Moon's sunlit half that faces us, and this part changes as the Moon goes around the Earth: these are the phases. From one full Moon to the next takes about 29.5 days. Twelve lunar months make about 354 days, about 11 days short of a solar year (365¼ days). Luni-solar calendars add an extra (intercalary) month every two or three years to stay in step with the seasons.
True or false? (i) We see only the part of the Moon that reflects sunlight towards us. (ii) The Earth's shadow blocking sunlight from the Moon causes its phases. (iii) Calendars are based on astronomical cycles that repeat predictably. (iv) The Moon can be seen only at night.
Solution
True.
False. The phases happen because, as the Moon goes around the Earth, we see different amounts of its sunlit half. The Earth's shadow falling on the Moon causes a lunar eclipse, not the phases.
True.
False. The Moon is often seen in the daytime, for example in the afternoon around the first quarter, or in the morning after the full Moon.
Amol was born on 6 May on a full Moon day. Does his birthday fall on a full Moon day every year? Explain.
Solution
No. His birthday follows the solar calendar (365 days), but full Moons follow the lunar month of about 29.5 days. Twelve lunar months make only about 354 days, so each year the full Moon comes about 11 days earlier in relation to 6 May.
His birthday will fall on a full Moon only once in a while, roughly every 19 years, when the two cycles line up again.
No: 12 full-Moon cycles take about 354 days, so the full Moon shifts about 11 days earlier each solar year.
Name two things that are incorrect in Fig. 11.10 (a crescent Moon among clouds and stars).
Solution
Stars are drawn inside the dark part of the Moon. The dark part is still the Moon's solid body; it is just not lit by the Sun. It blocks the stars behind it, so no star can be seen through it.
The Moon is drawn in front of a cloud. Clouds are only a few kilometres up, while the Moon is about 3,84,000 km away. Clouds can hide the Moon, but the Moon can never be in front of a cloud.
Stars appear inside the Moon's dark part (they would be hidden by it), and the Moon overlaps a cloud as if it were in front (clouds are far nearer to us).
Match the pictures A–F with: three days after new Moon, full Moon, three days after full Moon, a week after full Moon, and the day of new Moon. Which pictures show phases never seen from Earth?
Solution
Match by how much of the disc is bright:
Phase
Picture
Why
Three days after New Moon
D
a thin crescent is lit
Full Moon
E
the whole disc is lit
Three days after Full Moon
A
almost full, with a thin dark edge (gibbous)
A week after Full Moon
C
exactly half lit (the dividing line passes through the centre)
Day of New Moon
B
no bright part
(ii) Never seen: F. The line between the bright and dark parts (the terminator) always runs between two opposite points of the Moon's edge. In F, the dark patch has its ends only a quarter of the way round the edge, which never happens.
(The exact tilt of the bright part in the sky depends on the time and place of viewing.)
D: three days after new Moon; E: full Moon; A: three days after full Moon; C: a week after full Moon; B: new Moon. F is never seen.
Malini saw the Moon overhead at sunset. (i) Draw the phase she saw. (ii) Is the Moon waxing or waning?
Solution
(i) When the Moon is overhead at sunset, it is a quarter of the way around its orbit from the Sun, so we see a half Moon (first quarter). Its bright half faces the setting Sun in the west.
The Moon overhead at sunset: a half Moon (first quarter), lit on the side towards the setting Sun
(ii)Waxing. A Moon seen at sunset, high in the sky, is growing towards the full Moon. A waxing Moon is easiest to see at sunset.
(i) A half Moon, with the bright half towards the west. (ii) Waxing (first quarter).
Ravi: "I saw a crescent Moon rising in the east as the Sun was setting." Kaushalya: "I once saw a gibbous Moon in the afternoon, in the east." Who is telling the truth?
Solution
Kaushalya.
A Moon rising in the east at sunset is opposite the Sun, so it is a full Moon, not a crescent. A crescent Moon is always close to the Sun in the sky, so it rises and sets close to the Sun.
A waxing gibbous Moon (a few days before full) rises in the east in the afternoon and can be seen in daylight.
Kaushalya. A crescent is always near the Sun, so it cannot be rising in the east at sunset (only a full Moon does that), while a waxing gibbous Moon does rise in the afternoon.
The Moon is slowly moving away from the Earth and taking longer to go round it. Will luni-solar calendars need an intercalary month more or less often?
Solution
Less often. If the Moon is slower, each lunar month becomes longer, so 12 lunar months add up to more days. They then fall short of the solar year by fewer days each year.
The gap of about 11 days builds up more slowly, so an extra month needs to be added less often. (This change is extremely slow: it takes millions of years to notice.)
Less often: longer lunar months make 12 of them closer to a solar year, so the gap grows more slowly.
There are 37 full Moons in 3 years of the solar calendar. Show that at least two of them fall in the same month of the calendar.
Solution
Three years have 3×12=36 calendar months. Put the 37 full Moons into these 36 months like letters into boxes. Even if each month got one full Moon, that would use only 36 of them. So the 37th must go into a month that already has one.
So at least one month has two full Moons. (A second full Moon in the same month is popularly called a "blue moon".)
37 full Moons into 36 months: some month must hold two (the pigeonhole principle).
If we stopped having leap years, in about how many years would Indian Independence Day (15 August) fall in winter?
Solution
A solar year is about 36541 days. Without leap years, our calendar would slip by about 41 day every year against the seasons, so 15 August would come a little earlier in the season each year.
To move from mid-August back to winter (about 6 months, or roughly 180 days):
180÷41=720 years
In about 700–750 years (about 180 days of drift at ¼ day per year).