Reasons for the Seasons
1
1
.
The three sun rays in the figure below represent the
3
positions the Sun's rays shine light on the globe. Draw a tangent line for each arrow point hitting the earth. Using a protractor measurs the angle the sun rays strike the earth.
Sun Rays| Pana Reson forthe Sevens
al
| in
oe A \
.
Hl 4
.
|
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Question:
Reasons for the Seasons
1
1
.
The three sun rays in the figure below represent the
3
positions the Sun's rays shine light on the globe. Draw a tangent line for each arrow point hitting the earth. Using a protractor measurs the angle the sun rays strike the earth.
Sun Rays| Pana Reson forthe Sevens
al
| in
oe A \
.
Hl 4
.
|
.
This is AI generated Response.
Asked by: coochbehar
Created at: 2025-07-04 23:27:20
Final Answer:
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Great question! Here’s how you can approach this task step by step:
### **Instructions:**
#### 1. **Draw Tangent Lines**
For each sunray (arrow), you need to draw a tangent line at the point where the arrow touches the Earth.
A tangent line is a straight line that just touches the surface of a curve at one point (it doesn’t cross into the circle).
#### 2. **Measure the Angle**
Use a protractor to measure the angle between each sunray and its corresponding tangent line at the point of contact.
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### **Why Do This?**
- The **angle of incidence** (the angle at which sunlight strikes the Earth) affects how much energy a particular area receives. This is a key reason for the seasons!
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### **How to Do This on Paper or Screen:**
#### **Step-by-Step:**
1. **Print the image** (or use a ruler and protractor directly on your screen, if possible).
2. **At each point where an arrow (sunray) meets the Earth’s edge:**
- Draw a straight line that just touches the Earth at that point. This is your tangent.
3. **Place the protractor** so that the tangent line is at 0° (the base line of the protractor).
4. **Measure the angle** between the sunray (arrow) and the tangent line. This is the angle of incidence.
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### **Typical Results (What You Should Find):**
- **Direct Sunlight (at the equator):** The angle will be close to 90°, meaning the sunray is nearly perpendicular to the surface.
- **At higher latitudes (toward the poles):** The angle will be much less than 90°, meaning the sunray hits at a slant, spreading the energy over a larger area.
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### **Example (Not Measured):**
If you were to estimate:
- **Middle arrow (equator):** About 90°
- **Top arrow (near North):** About 45°
- **Bottom arrow (near South):** About 45°
**Note:** You will get more accurate answers by actually drawing and measuring with a protractor!
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If you want, I can provide a digital drawing to show where to place the tangent lines. Let me know if you need that!
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