I need to analyze this contour map to understand what question might be asked about it. Looking at the image:
- This is a topographic contour map showing elevation
- Title: "Elevation, mound 1, 0.1 m" (meaning contour interval is 0.1 meters)
- X-axis: East coordinate in meters (from -36 to -26)
- Y-axis: North coordinate in meters (from -33 to -23)
- Contour lines are labeled with elevations: 283.4, 283.6, 283.8, 284.0
The contours show a hill/mound with:
- The highest point appears to be in the center where the 284.0 contour forms a closed loop
- Elevation decreases as you move outward from the center
Common questions for such maps include:
1. What is the maximum elevation?
2. What is the elevation range?
3. Where is the highest/lowest point?
4. What is the slope/gradient?
Since no specific question was provided, I'll identify the key information that would typically be asked:
Maximum elevation: The innermost contour is 284.0 m. Since the contour interval is 0.1 m and there's a closed loop inside 284.0, the peak must be between 284.0 and 284.1 m (but less than 284.1 m, otherwise there would be a 284.1 contour line).
Minimum elevation shown: The outermost visible contour on the left side is 283.4 m, but the map extends beyond this. Looking at the edges, some areas don't have labeled contours but based on the pattern, elevations continue decreasing outward.
Location of peak: Approximately at East coordinate -30 to -29, North coordinate -27 to -28
Let me provide the most likely answer - the maximum elevation of the mound:
Final Answer:
The maximum elevation of mound 1 is between 284.0 m and 284.1 m (approximately 284.05 m), located near coordinates East = -29.5 m, North = -27.5 m.
Parent Tip: Review the logic above to help your child master the concept of topographic map worksheet middle school.
