How many meters is the difference in height of 100 meters on a 10 degree slope

10 degree slope 100 meters height difference 17.72 meters.

First of all, you have to understand how the slope comes: the vertical height of the slope h and the horizontal distance l ratio is called the slope.

Then h/l=tan10°≈0.18.

And because h^2+l^2=100^2.

You can find that the value of h is about 17.72 meters.

Method of degrees

The slope is expressed in degrees, calculated using trigonometric functions, with the following formula:

Slope = tanα (angle of slope) = difference in elevation / distance traveled

So α (angle of slope) = arc tan (degree of slope) = arc tan (difference in elevation / distance traveled)

Slope tangent and sinusoidal for different angles

Angles Tangent Sine

0° 0% 0%; 5° 9% 9%; 10° 18% 17%; 30° 58% 50%; 45° 100% 71%; 60° 87%; 90° ∞ 100%