How to Do Angles of Elevation

Calculating the angle of elevation of a hill, mountain or any other incline or decline only involves a small calculation. This can be important when forecasting fuel mileage or the difficulty involved in a climb. Mathematics is very useful in providing us with data that helps us visualize the amount of incline or decline a certain route has. With only a calculator and a map or some basic information, we can calculate the angle, in degrees of any incline.

Things You'll Need

  • Calculator
  • Map (topographic)
  • Measuring tape (optional)
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Instructions

    • 1

      Determine the horizontal distance between you (or any starting point) and the top of the mountain or hill.

    • 2

      Using a topographic map, or other information, determine the difference in elevation between the start and end points being measured. The elevation and distance measurements need to be in the same units.

    • 3

      Divide the height (elevation) of the incline by the horizontal distance between the start and end points. Enter these two amounts into your calculator, elevation first, divided by the distance.

    • 4

      Press the inverse tangent key on your calculator. On most calculators, you will need to press a "shift" key followed by the "tan" key. Press the equals key to get the angle of elevation. For example, if a mountain was 100 feet high, and looking on a map, you were 200 feet away from the top, 100/200 = 0.5, shift tan = 26.57. In this case the angle of elevation would be 26.57 degrees.

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