What is the elevation of point A? What is the approximate elevation of point B?
ID: 109896 • Letter: W
Question
What is the elevation of point A?
What is the approximate elevation of point B?
Do you encounter a steeper climb going from A to B or from C to D? Why?
How far is it from the edge of Hazard City to the edge of the town of Blaney?
What is the distance from the campground to Site 9 if you follow the road and trail?
What direction are you facing if you walk from Site 9 to Site 10?
What do you see on your right-hand side as you walk south from Site 4 to Site 3?
What is the distance along the path from where Knight's Run enters Mill Stream to where Spider Run enters Mill Stream
How long would it take to hike along Mill Stream from where Knight's Run enters Mill Stream to where Spider Run enters Mill Stream? Hint: The average hiker can walk about 3 miles per hour on easy paths.
What is the shortest distance from the campground to site 9 if you could walk a straight line between them?
How far is it from Site 2 to Site 8 if you follow the trail along Mill Stream?
City Clearwater River Site 342 800 Site Site 4 10 900 N. Site 6 857 Maverick Plateau A. BM 1024 Blaney Site 3 Site 2 Site 1 1 mile - Trail Woods Primary Highway Secondary Highway Campground Picnic Area School Built up Area Stream - Unimproved RoadExplanation / Answer
Answer:
As we know contour intervals are key to measure elevation between mountains or cliff. Therefore, we would apply same logic to measure difference for concerned elevations. Here the contour interval are of 20 units.
1) Elevation of point A= 840 unit (see the contour line value of point A)
2) Elevation of point B= 900 unit (see the contour line value of point B)
3) The difference between point C to D (200 units) are more than from point A to B (60 units).
4) According to the given scale the distance between edges of Hazard City and town of Blaney are 0.6 miles.
5) According to the given scale the distance between campground to Site 9 are also 0.6 miles.
6) We face north direction.
7) We found town of blaney on right hand side.
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