The Solar System

The Solar System ๐ŸŒŒ

Quick Overview โšก
Order of the Planets ๐Ÿ”„

1. Mercury ๐Ÿ”ฅ

2. Venus ๐ŸŒŸ

3. Earth ๐ŸŒ

4. Mars ๐Ÿ”ด

5. Jupiter โ™ƒ

6. Saturn ๐Ÿ’

7. Uranus ๐Ÿ’™

8. Neptune ๐ŸŒŠ

Other Members of the Solar System ๐ŸŒ 
Shape of the Earth ๐ŸŒ
Evidence for the Earthโ€™s Spherical Shape ๐ŸŒ
Latitude and Longitude ๐Ÿ“

Latitude ๐Ÿ“

Longitude ๐ŸŒ

Important Lines of Latitude ๐Ÿ“
Importance of Lines of Latitude ๐ŸŒ
๐Ÿ“ Uses of Lines of Longitude
๐Ÿ•ฐ๏ธ Longitude and Time Zones
๐Ÿง  Worked Examples of Time Calculation: Key Concepts
๐Ÿ“ Example 1: Time Difference Between Two Longitudes

Problem: When it is 08:00 at 30ยฐE, what is the time at 90ยฐE?

Step 1: Find the difference in longitude.
90ยฐE - 30ยฐE = 60ยฐ

Step 2: Calculate the time difference.
Since 1 hour equals 15ยฐ of longitude: 60ยฐ รท 15ยฐ = 4 hours

Step 3: Add the time difference (because we are moving east).
08:00 + 4 hours = 12:00

So, the time at 90ยฐE is: 12:00 hours.

๐Ÿงณ Example 2: Calculating Time Moving West

Problem: If it is 15:00 (3:00 PM) at 60ยฐE, what is the time at 15ยฐW?

Step 1: Find the total difference in longitude.
60ยฐE + 15ยฐW = 75ยฐ (Add because we're moving from east to west)

Step 2: Calculate the time difference.
75ยฐ รท 15ยฐ = 5 hours

Step 3: Subtract the time difference (because we are moving west).
15:00 - 5 hours = 10:00

So, the time at 15ยฐW is: 10:00 AM.

โœˆ๏ธ Example 3: Crossing Multiple Time Zones

Problem: A plane leaves Ghana (0ยฐ) at 14:00 GMT and travels east to a location at 120ยฐE. What time is it upon arrival?

Step 1: Find the difference in longitude.
120ยฐE - 0ยฐ = 120ยฐ

Step 2: Calculate the time difference.
120ยฐ รท 15ยฐ = 8 hours (because 1 hour = 15ยฐ)

Step 3: Add the time difference (since we are moving east).
14:00 + 8 hours = 22:00

The local time at 120ยฐE when the plane arrives is: 22:00 hours (10:00 PM).

๐Ÿงญ Example 4: Calculating Longitude from Time

Problem: If the local time in London (0ยฐ) is 12:00 and the local time in a different location is 16:00 (4 hours ahead), what is the longitude of the location?

Step 1: Calculate the time difference.
16:00 - 12:00 = 4 hours ahead

Step 2: Convert the time difference into degrees of longitude.
1 hour = 15ยฐ
4 hours ร— 15ยฐ = 60ยฐ

Step 3: Determine the longitude.
Since the location is 4 hours ahead, it must be east of London (because time increases eastward).

The location is at: 60ยฐE.

๐ŸŒ… Example 5: Determining Time at a Western Longitude

Problem: The time at 45ยฐE is 18:00. What is the time at 90ยฐW?

Step 1: Find the total difference in longitude.
45ยฐE + 90ยฐW = 135ยฐ (Add because we are moving from east to west)

Step 2: Calculate the time difference.
135ยฐ รท 15ยฐ = 9 hours

Step 3: Subtract the time difference (since we are moving west).
18:00 - 9 hours = 09:00

The time at 90ยฐW is: 09:00 hours (9:00 AM).

๐Ÿงญ Angle of Elevation: Calculation Process

This method allows you to calculate the time difference between locations based on their longitudes and helps explain the concept of time zones. ๐ŸŒโฐ

โ˜€๏ธ Angle of Elevation

The angle of elevation is the angle at which the sun's rays strike the Earthโ€™s surface at a particular location. This angle changes throughout the year depending on the position of the sun relative to the Earth. It affects the intensity of solar radiation and, consequently, the temperature and climate of a location. ๐ŸŒž๐ŸŒก๏ธ

๐Ÿ”‘ Key Factors
๐Ÿงฎ How to Calculate the Angle of Elevation of the Midday Sun

Formula: If the overhead sun and the place are in the same hemisphere, subtract the angle of the place from 90ยฐ. ๐Ÿ“

๐Ÿ”ข Example 1: Angle of Elevation in the Same Hemisphere

Example: Milan (46ยฐN) on June 21 when the sun is overhead at the Tropic of Cancer (23.5ยฐN). ๐ŸŒž๐Ÿ“

Step 1: Calculate the difference between the latitude of Milan and the overhead sun:
46ยฐ - 23.5ยฐ = 22.5ยฐ

Step 2: Subtract from 90ยฐ:
90ยฐ - 22.5ยฐ = 67.5ยฐ

Therefore, the angle of elevation of the midday sun at Milan on June 21 is: 67.5ยฐ. ๐ŸŒž

๐Ÿ”ข Example 2: Angle of Elevation at the Equator

Example: Lusaka (25ยฐS) on March 21 when the sun is overhead at the equator. ๐ŸŒ

Step 1: The latitude of Lusaka is 25ยฐ.

Step 2: Subtract from 90ยฐ:
90ยฐ - 25ยฐ = 65ยฐ

Therefore, the angle of elevation of the midday sun at Lusaka on March 21 is: 65ยฐ. ๐ŸŒž

๐Ÿ”ข Example 3: Angle of Elevation in Different Hemispheres

Example: Cairo (30ยฐN) on December 22 when the sun is overhead at the Tropic of Capricorn (23.5ยฐS). ๐ŸŒ๐ŸŒž

Step 1: Add the latitude of Cairo and the Tropic of Capricorn:
30ยฐ + 23.5ยฐ = 53.5ยฐ

Step 2: Subtract from 90ยฐ:
90ยฐ - 53.5ยฐ = 36.5ยฐ

Therefore, the angle of elevation of the midday sun at Cairo on December 22 is: 36.5ยฐ. ๐ŸŒž

๐Ÿ”ข More Examples of Angle of Elevation Calculations

Example 1: On December 22, the sun is overhead at the Tropic of Capricorn (23.5ยฐS). What will be the angle of elevation at 60ยฐN? โ„๏ธ

Step 1: Add the latitude of the location and the Tropic of Capricorn:
60ยฐ + 23.5ยฐ = 83.5ยฐ

Step 2: Subtract from 90ยฐ:
90ยฐ - 83.5ยฐ = 6.5ยฐ

The angle of elevation at 60ยฐN on December 22 is: 6.5ยฐ. ๐ŸŒž

Example 2: On June 21, the sun is overhead at the Tropic of Cancer (23.5ยฐN). What will be the angle of elevation at 10ยฐS? ๐ŸŒ

Step 1: Add the latitude of the location and the Tropic of Cancer:
23.5ยฐ + 10ยฐ = 33.5ยฐ

Step 2: Subtract from 90ยฐ:
90ยฐ - 33.5ยฐ = 56.5ยฐ

The angle of elevation at 10ยฐS on June 21 is: 56.5ยฐ. ๐ŸŒž

Example 3: Calculate the angle of elevation for latitude 20ยฐS when the sun is overhead at the Tropic of Cancer. ๐ŸŒž

Step 1: Add the latitude of the location and the Tropic of Cancer:
20ยฐ + 23.5ยฐ = 43.5ยฐ

Step 2: Subtract from 90ยฐ:
90ยฐ - 43.5ยฐ = 46.5ยฐ

The angle of elevation at 20ยฐS is: 46.5ยฐ. ๐ŸŒž

๐Ÿ“š More Examples of Angle of Elevation Calculations 2

Example 4: ๐ŸŒž On September 21, the sun is overhead at the equator (0ยฐ). What is the angle of elevation at 90ยฐN (North Pole)?

Step 1: โž– Subtract the latitude from 90ยฐ:
90ยฐ - 90ยฐ = 0ยฐ

The angle of elevation at the North Pole is: 0ยฐ.

Example 5: ๐ŸŒž On June 21, the sun is overhead at the Tropic of Cancer (23.5ยฐN). What will be the angle of elevation at latitude 10ยฐS?

Step 1: โž• Add the latitude of the location and the Tropic of Cancer:
23.5ยฐ + 10ยฐ = 33.5ยฐ

Step 2: โž– Subtract from 90ยฐ:
90ยฐ - 33.5ยฐ = 56.5ยฐ

The angle of elevation at 10ยฐS on June 21 is: 56.5ยฐ.

๐Ÿ“ How to Find Linear Distance Using Latitude

The distance between lines of latitude can be used to calculate the linear distance between two locations on Earth. ๐ŸŒ

1 degree of latitude = 111 km. ๐Ÿ“

Example 1: ๐ŸŒ Calculate the straight-line distance between Cairo (30ยฐN) and Bulawayo (20ยฐS):

Step 1: โž• Add the latitude of Cairo and Bulawayo:
30ยฐ + 20ยฐ = 50ยฐ.

Step 2: โž– Multiply by 111 km per degree:
50ยฐ ร— 111 km = 5,550 km.

The straight-line distance is: 5,550 km.

๐Ÿ“ Finding Linear Distance Using Latitude

Example 2: ๐ŸŒ Calculate the distance between Town A (10ยฐS) and Town B (65ยฐS):

Step 1: โž– Subtract the latitude of Town A from Town B:
65ยฐ - 10ยฐ = 55ยฐ.

Step 2: โž– Multiply by 111 km per degree:
55ยฐ ร— 111 km = 6,105 km.

The distance between Town A and Town B is: 6,105 km.

Example 3: ๐ŸŒ Find the distance between Lusaka (16ยฐS) and Kampala (8ยฐN):

Step 1: โž• Add the latitudes of Lusaka and Kampala:
16ยฐ + 8ยฐ = 24ยฐ.

Step 2: โž– Multiply by 111 km per degree:
24ยฐ ร— 111 km = 2,664 km.

The straight-line distance is: 2,664 km.

๐ŸŒ The International Date Line (IDL)

The International Date Line (IDL) is an imaginary line located roughly along the 180ยฐ longitude in the middle of the Pacific Ocean. It plays a critical role in determining the change of calendar days across the globe. ๐ŸŒ

๐Ÿ”‘ Key Points:
โšก Practical Example:

If it is Monday, 10:00 AM just west of the IDL, then it is Sunday, 10:00 AM just east of the IDL. โฐ

The IDL does not follow a perfectly straight line. It is zigzagged to avoid dividing countries and territories into different calendar days. ๐Ÿ”„

โ“ Why is the IDL Not Straight?

The line has been adjusted to pass around island groups and countries to ensure they follow the same calendar day. For example, the line diverts around parts of Kiribati and Samoa to maintain uniform dates across the territories. ๐ŸŒด

๐Ÿ•ฐ๏ธ How the International Date Line Works

East to West Crossing: ๐ŸŒ When you travel westward across the IDL (e.g., from the United States to Japan), you add a day to your calendar. This means if it is Monday when you leave the U.S., it will be Tuesday when you arrive in Japan.

West to East Crossing: ๐ŸŒ When you travel eastward across the IDL (e.g., from Japan to the United States), you lose a day. This means if it is Monday in Japan, it will still be Sunday when you arrive in the U.S.

๐Ÿ—“๏ธ Worked Examples of Date and Time Calculations Using the IDL

Example 1:

You are traveling from New York (USA) to Tokyo (Japan). If your flight leaves at 12:00 PM on Monday, and the flight duration is 14 hours:

  1. Step 1: ๐Ÿ•’ First, account for the time difference between New York and Tokyo.
    Tokyo is 14 hours ahead of New York.
    After 14 hours, it would be 2:00 AM on Tuesday in New York.
  2. Step 2: โž• Now, account for crossing the International Date Line.
    Since you're crossing from east to west, you add one day.
    The new date in Tokyo will be Wednesday at 2:00 AM.

Example 2:

You are flying from Sydney (Australia) to Honolulu (Hawaii). If you leave at 10:00 AM on Saturday, and the flight duration is 9 hours:

  1. Step 1: ๐Ÿ•’ First, account for the time difference between Sydney and Honolulu.
    Honolulu is 21 hours behind Sydney.
    After 9 hours of flight time, it will be 7:00 PM on Friday in Honolulu.
  2. Step 2: โž– Now, account for crossing the IDL.
    Since you're crossing from west to east, you subtract one day.
    The new date in Honolulu will be 6:00 PM on Thursday.
๐ŸŒ Significance of the International Date Line
๐Ÿคฉ Fun Fact About the IDL:

Samoa made a historic change in 2011 when it decided to jump forward by one day. On December 29, 2011, Samoa skipped to December 31, 2011, skipping December 30 entirely. This was done to align the country with its trading partners in the Asia-Pacific region. ๐Ÿ—“๏ธ

๐ŸŒ Earth Movements

Earth movements refer to the various shifts in Earth's position, such as rotation and revolution, which have profound effects on the climate, time, and weather patterns. ๐ŸŒž๐ŸŒ

Rotation of the Earth: ๐ŸŒ The Earth rotates around its axis, which results in the day-night cycle. A full rotation takes about 24 hours. This is why we experience day and night. ๐ŸŒ™

Revolution of the Earth: ๐ŸŒ The Earth revolves around the Sun in an elliptical orbit. It takes about 365 days to complete one revolution. This is what causes the seasons. ๐ŸŒธ๐ŸŒž๐Ÿ‚โ„๏ธ

Types of Earth Movements ๐ŸŒ

Rotation ๐Ÿ”„:

Revolution ๐Ÿ”„๐ŸŒž:

Effects of Earth's Rotation ๐ŸŒ€
Effects of Earth's Revolution ๐ŸŒโžก๏ธ๐ŸŒž
Example of the Effects of Revolution on Seasons ๐ŸŒŽ๐ŸŒž

Summer in the northern hemisphere occurs when the North Pole is tilted towards the sun. Conversely, during winter, the North Pole is tilted away from the sun, leading to shorter days and lower temperatures. โ„๏ธโ˜€๏ธ

Conclusion ๐Ÿ“š

Understanding Earth's movementsโ€”both rotation and revolutionโ€”is crucial for comprehending the dynamics of time zones, seasonal changes, and climatic variations. The interplay of these movements affects life on Earth, including weather patterns and ecosystems. ๐ŸŒ

Earth's Atmosphere ๐ŸŒฌ๏ธ

The atmosphere is a mixture of gases that surrounds the Earth, providing essential conditions for life by regulating temperature and protecting against harmful solar radiation. It is crucial for weather patterns, climate, and supporting living organisms. ๐ŸŒ๐Ÿ’จ

Composition of the Atmosphere ๐ŸŒฌ๏ธ
Importance of the Atmosphere ๐Ÿ’จ๐ŸŒ
Layers of the Atmosphere ๐Ÿ”๏ธ

The Earth's atmosphere is divided into four main layers based on temperature variations and other characteristics. ๐ŸŒ

Troposphere ๐ŸŒฅ๏ธ:

Altitude: Extends from the Earthโ€™s surface up to about 12 km.

Stratosphere โ˜๏ธ:

Altitude: Extends from 12 km to 50 km.

Mesosphere โ„๏ธ:

Altitude: Extends from 50 km to 85 km.

Thermosphere ๐Ÿ”ฅ:

Altitude: Extends from 85 km upwards into space. ๐Ÿš€

Insolation (Incoming Solar Radiation) ๐ŸŒž

Insolation refers to the amount of solar radiation received by the Earthโ€™s surface. ๐ŸŒ

Key Components of Solar Radiation โ˜€๏ธ

Percentage Distribution ๐Ÿ“Š

Earth Movements: Faulting and Folding โ›๏ธ

Introduction ๐Ÿ“–

Earth movements are caused by both internal and external forces. They can be classified into two primary types: faulting and folding. These movements affect the Earth's surface and shape the landscape. ๐ŸŒ

Faulting ๐Ÿž๏ธ

Folding ๐ŸŒ„

๐ŸŒ Earth Movements: Faulting and Folding

๐Ÿ“š Introduction

Earth movements are caused by both internal and external forces. They can be classified into two primary types: faulting and folding.

๐Ÿ”ด Internal Forces (Endogenic Forces)

Forces that operate within the Earth, leading to earthquakes, volcanic activity, and the formation of mountains through tectonic processes.

๐ŸŒŠ External Forces (Exogenic Forces)

Forces that act on the Earth's surface, leading to erosion, glaciation, and the shaping of landscapes by rivers and waves.

๐Ÿ› ๏ธ Classification of Earth Movements

โณ Slow Movements:

Gradual changes that occur over hundreds or thousands of years. These movements are slow but lead to significant changes in the Earth's surface over long periods.

โšก Sudden Movements:

Abrupt changes that occur quickly, such as earthquakes, volcanic eruptions, and landslides. These movements happen rapidly and can cause immediate, dramatic impacts on the landscape.