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# Roof Framing

## Run, Roof Slope, Gable Height and Gable Area ### Run

Run can be calculated as:

R = S / 2                        (1)

where

R = run (ft, m)

S = span (ft, m)

#### Example - Run

The run of a roof with 60 feet span is

R = (60 feet) / 2

= 30 feet

### Gable Height

Gable height can be calculated as

GH = R VR                       (2)

where

GH = gable height (ft, m)

R = run (ft, m)

VR = vertical rise (in/ft, cm/m)

### Example - Gable Height

The Gable Height of a roof with 30 feet run and vertical rice 6 inches per foot, can be calculated as

GH = (30 feet) (6 inches/foot)

= 180 inches

= 15 feet

### Gable Area

Gable Area can be calculated as

GA = GH R                        (3)

where

GA = gable area (sq.ft, m2)

GH = gable height (ft, m)

R = run (ft, m)

### Roof Slope

Roof slope is the ratio between the vertical rise and the horizontal run:

RS = y / x                      (4)

where

RS = roof slope

y = vertical rise (in, m)

x = horizontal run (in, m)

In the United States, slope is typically given in inches per 1 foot or as a ratio of inches per 12 inches and is often referred to with units of "pitch". Ex.

4 in 12

or

4 pitches, 4:12 pitch

In metric countries it is common to use degrees or 10 or 100 as denominator. Ex.

21.8%

or

4:10

## Related Topics

• Miscellaneous - Engineering related topics like Beaufort Wind Scale, CE-marking, drawing standards and more

## Tag Search

• en: roof framing run gable height area roof slope

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## Citation

• Engineering ToolBox, (2010). Roof Framing. [online] Available at: https://www.engineeringtoolbox.com/roof-framing-d_1715.html [Accessed Day Mo. Year].

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