Example 1
- Height difference: 0.6 m
- Horizontal distance: 6 m
Slope: 10.0%
Angle: 5.71°
What slope is 0.6 m over 6 m? 0.6 ÷ 6 × 100 → 10.0% (5.71°).
Enter the height difference and horizontal distance in the header unit. The calculator divides rise by run, multiplies by 100, and shows the angle. A 0.6 m drain on 6 m is 10.0% and 5.71°. A 1.2 m driveway on 8 m is 15.0% and 8.53°. A 0.35 m terrace on 2.5 m is 14.0% and 7.97°.
Height difference (m) and Horizontal distance (m). The result shows up here.
Slope-percent estimate for decks, driveways, and drainage. Roof angle is on the roof pitch angle page. Related: ridge height.
The slope calculator computes incline from two lengths. The formula is (height difference ÷ horizontal distance) × 100. Angle is arctan(rise/run). Slope length is √(rise² + run²). Both fields use the header unit.
A 0.6 m drain over 6 m is 10.0% and 5.71°. A 1.2 m driveway on 8 m is 15.0% and 8.53°. A 0.35 m terrace on 2.5 m is 14.0% and 7.97°. A roof with 2.8 m rise and 4.0 m half-span is on the roof-pitch page: 34.99° and 70.0%.
Enter height difference and horizontal distance in the same unit. Run is horizontal, not along the slope. A comma in 0.6 works the same as a period. An empty run cannot divide.
Roof angle from half-span lives on the roof-pitch page. Ridge height at 8 m, 35°, and a 2.8 m wall is 5.60 m. The 3-4-5 tool checks a right angle, not slope percent.
One percent over 6 m is 6 cm of rise. Ten percent on the same run is 60 cm. Enter sixty centimeters as 0.6, not as 60.
Enter 0.6 and 6, click Calculate — you should get 10.0% and 5.71°. Then 1.2 and 8: 15.0% and 8.53°.
slope % = (rise ÷ run) × 100
angle = arctan(rise ÷ run) · length = √(rise² + run²)
0.6 m over 6 m: 10.0% and 5.71°. A 1.2 m driveway on 8 m: 15.0% and 8.53°.
Rise divided by run, times 100. A 0.6 m drain over 6 m is 10.0% and 5.71°. A 1.2 m driveway on 8 m is 15.0% and 8.53°.
Slope: 10.0%
Angle: 5.71°
What slope is 0.6 m over 6 m? 0.6 ÷ 6 × 100 → 10.0% (5.71°).
Slope: 15.0%
Angle: 8.53°
A 1.2 m driveway rise on 8 m → 15.0% and 8.53°.
Slope: 14.0%
Angle: 7.97°
A 0.35 m terrace rise on 2.5 m → 14.0% and 7.97°.
Divide height difference by horizontal distance and multiply by 100. 0.6 m over 6 m → 10.0%. The angle is arctan(0.1) ≈ 5.71°.
10.0% and 5.71°. A 1.2 m driveway rise on 8 m is 15.0% and 8.53°. A 0.35 m terrace on 2.5 m is 14.0%.
No. Here you compute grade: rise ÷ run × 100. A financial percent decrease compares an old value with a new one — a different formula.
No. It is a geometry estimate. Codes and project documents still apply.
Yes. Enter rise and run in the header unit and you see percent, angle, and mm/m at once. No account required.
The calculator divides height difference by horizontal distance and multiplies by 100. At 0.6 m over 6 m the result is 10.0%. The angle is arctan(rise/run): 5.71°.
Run is horizontal. Slope length is the hypotenuse √(rise² + run²). At 0.6 m and 6 m that is about 6.03 m.
Enter 0.6 in the header unit (meters). Entering 60 would treat it as 60 m of rise and overstate the result a hundred times.
Here you compute rise/run as a percent. A roof with 2.8 m rise and 4.0 m half-span is 34.99° and 70% on the roof-pitch page — different context, same ratio idea.
It is fall in millimeters per meter of run. 10% is 100 mm/m. At 2% over 6 m the height difference is 12 cm.
Yes. A comma and a period are the same height. At 0.6 m over 6 m the result stays 10.0% and 5.71°.
Slope percentage, for example 10.0%. Angle, slope length, and mm/m appear beside it.
On the ridge-height page. An 8 m span, 35°, and a 2.8 m wall give 5.60 m. This calculator stays slope percent.
3-4-5 checks a right angle. Slope computes rise over run. They are two different tools.
There is nothing to divide by. Horizontal distance must be greater than zero.
Slope percent is (rise ÷ run) × 100. Angle from arctan. Units below from NIST.
Page updated October 29, 2026.