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Earth and Space - The movement of the Earth and Moon

Grade 3Cambridge (IGCSE)

Review the key concepts, formulae, and examples before starting your quiz.

🔑Concepts

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The Earth is a sphere that rotates on an imaginary line called an axis. One full rotation takes 2424 hours, which creates the cycle of day and night.

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The Earth revolves (orbits) around the Sun. This movement takes approximately 36514365 \frac{1}{4} days to complete one full journey.

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The Moon is a natural satellite of the Earth. It orbits the Earth once every 2727 to 2828 days.

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The Sun appears to rise in the East and set in the West. This is an apparent motion caused by the Earth spinning on its axis from West to East.

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Shadows change length and position during the day. Shadows are longest at sunrise and sunset and shortest at 12:0012:00 PM (midday) when the Sun is at its highest point.

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The Moon does not produce its own light; it reflects light from the Sun. As the Moon orbits the Earth, we see different amounts of its lit side, which we call phases.

📐Formulae

1 Rotation=24 hours1 \text{ Rotation} = 24 \text{ hours}

1 Revolution (Earth)≈365.25 days1 \text{ Revolution (Earth)} \approx 365.25 \text{ days}

1 Lunar Orbit≈28 days1 \text{ Lunar Orbit} \approx 28 \text{ days}

💡Examples

Problem 1:

If the Earth spins on its axis 55 times, how many days have passed?

Solution:

55 days

Explanation:

Since 11 rotation is equal to 2424 hours (or 11 day), 55 rotations equal 55 days.

Problem 2:

At what time of day will a tree cast the shortest shadow?

Solution:

12:0012:00 PM (Midday)

Explanation:

At midday, the Sun is at its highest point in the sky relative to the observer, which results in the shortest shadow length.

Problem 3:

Explain why we have leap years every 44 years.

Solution:

0.25×4=10.25 \times 4 = 1 full day

Explanation:

Because the Earth takes 36514365 \frac{1}{4} days to orbit the Sun, we add up the four quarters (0.250.25) every four years to make one extra day (February 2929th).