https://file.aiquickdraw.com/mathbot/file/1726933519342xhkbp9uw.docx

answer the following and follow the instructions in the tables.

To address the task based on the scenario described:

1. **Summarizing the Scene**:
   - **Incident**: A rooster was shot on December 10, 2000, and the bullet was fired from a .45 caliber pistol at an angle of 12 degrees.
   - **Witness Role**: Help investigators by illustrating where the shot may have come from.

2. **Key Details**:
   - Bullet velocity: **260 m/s**.
   - Angle of impact: **12 degrees** from horizontal.
   - Three suspects, each at a known distance from the crime scene:
     - Arthur Abellardo: **2.54 km** away.
     - Carlos Sarial: **2.8 km** away.
     - Ramon Ricorda: **3.05 km** away.
   - Fence height: **1.73 meters** above the ground.

3. **Drawing the Scene**:
   - The illustration would involve a **top-down view** or **side-view** of the crime scene, showing the rooster’s position and the angle at which the bullet hit. 
   - The **trajectories** from each of the suspect’s locations should be drawn to indicate the possible angles from where the shot was fired. 
   - The **height of the fence** needs to be considered, especially for creating an accurate line of sight from where the shot originated.
   - Mark the distances of each suspect’s home from the crime scene in the illustration for clarity.

4. **Tips for the Sketch**:
   - Ensure that the **12-degree angle** is drawn accurately, relative to the ground and horizontal.
   - Label the important details, such as the suspects’ positions, the distances, and the rooster's location.
   - Include a note about the **height of the fence** to highlight possible obstructions.

Would you like me to create a rough visual sketch for this?

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Here are **5 questions** to expand upon:
1. How does the angle of the bullet's impact affect its trajectory?
2. Can we calculate how far the bullet traveled before hitting the rooster?
3. How does the height of the fence play into determining the shot's origin?
4. How do different suspects' distances affect their likelihood of firing the shot?
5. How can the bullet velocity help in identifying the shooter’s distance?

**Tip**: When working with angles and distances, always keep units consistent to avoid calculation errors.

Learn how projectile motion principles help solve crime scenes by analyzing a bullet's trajectory. This scenario involves a bullet shot at 12 degrees from a .45 caliber pistol with a velocity of 260 m/s. Includes analysis of the suspects' distances from the scene, fence height, and how to calculate the bullet's range.

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