The pitch or slope of a roof is defined as the ration of rise and half of the span. In equation we can write:
[tex] Pitch=\frac{Rise}{Half-span} [/tex]
Half-Span equals the run. So we can define the Pitch as:
[tex] Pitch = \frac{Rise}{Run} [/tex]
Rise = 8 feet
Run = Half of span = 15 feet
Using the values in the above formula, we get:
[tex] Pitch = \frac{8}{15} [/tex]
Therefore, the pitch (or slope) of the roof in simplest form is 8/15
Pitch is normally defined as the vertical rise of a roof for ever 12 feet increase in its horizontal run. The above fraction shows the vertical rise is 8/15 for each 1 feet increase in the horizontal run. So if we simply multiply the the above fraction by 12, we will get the pitch in standard units.
So,
Pitch = 8/15 x 12 = 6.4
Therefore, the pitch of the roof will be 6.4
