What is the elevation of point a? point a has an elevation that is greater than 3350 feet. Point a has an elevation that is less than 3350 feet. Point a has an elevation of 3350 feet.
Answers
The elevation of point A is greater than 3350 feet.
The lines of equal elevation are known as contour lines. In relation to the mean sea level, it reflects the height of any specific site. The crucial elements on a topographic map are those that never cross each other.
Locations A and B are shown on the provided topographic map. By reading the contour and the contour interval, which is shown to be 50 feet, it is clear that Location A is higher up than Location B.
Location A is at a higher contour line, with respect to the contour 3250 feet, mentioned on the left side of location A.
Thus, the height of location A is slightly more than 3350 feet above the mean sea level.
(Refer to the image attached for the topographic map)
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Context lines are those lines that have the same elevation. It reflects the height of any particular site in relation to the average sea level. A topographic map's most important features are those that never cross one another.
The topographic map is displayed with the locations A and B. It is evident that Location A is higher up than Location B by reading the contour and the contour interval, which is indicated to be 50 feet.
In comparison to the contour line of 3250 feet listed on the left side of location A, position A is at a higher contour line.
As a result, position A is higher above the norm by about 3350 feet.
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Answer:
Step-by-step explanation:
q = 51
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Answer:
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range: 15
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median: 13.5
Step-by-step explanation:
mean= 14+9+20+5+17+13 = 78
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Answer:
(-6.5, 3)
7.2units
Step-by-step explanation:
Given the coordinate
A =(-26, -15)
B = (13, 21)
Midpoint of A and B is expressed as;
X = -26+ 13/2
X = -13/2
X = -6.5
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Answers
Answer:
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Step-by-step explanation:
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Answer:
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Answer:
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Since angle x is indeed an obtuse angle, the answer is correct! Hope this helps; have a great day.
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