December 21, 20187 yr Morning all any body know how you convert the yank method of roof pitch to our degrees for example. The yanks would say it’s a 4/12 pitch, so it rises 4 inches in 12 inches of run so would 6/12 mean it rises 6 inches in 12 inches of run so I would think that is 45degrees is there an easy way to work this out, going yank to English, and English to yank i have 3 roofs all with different pitches so a 15 degree would be what ????? its probably dead simple to work out, but my little brain is so full of other minor crap I thought I would ask. Ta very much.
December 21, 20187 yr 44 minutes ago, PeterW said: (Rise / Run)*45 = degrees pitch That happens to work when rise = run. For any other angle it'll be, at best, only an approximation. tan(degrees) = Rise/Run. E.g., for a 6/12 roof that would say 22.5° but it'd actually be atan(6/12) = 26.56…°. >>> for r in range(24): print("%2d/12" % r, degrees(atan2(r, 12))) ... 0/12 0.0 1/12 4.763641690726178 2/12 9.462322208025617 3/12 14.036243467926479 4/12 18.43494882292201 5/12 22.619864948040426 6/12 26.56505117707799 7/12 30.256437163529263 8/12 33.690067525979785 9/12 36.86989764584402 10/12 39.80557109226519 11/12 42.510447078000844 12/12 45.0 13/12 47.290610042638534 14/12 49.398705354995535 15/12 51.34019174590991 16/12 53.13010235415598 17/12 54.78240703180729 18/12 56.309932474020215 19/12 57.724355685422374 20/12 59.03624346792648 21/12 60.25511870305778 22/12 61.38954033403479 23/12 62.447188423282206 So 15° is between 3/12 and 4/12 (actually 3.21539…/12).
December 21, 20187 yr 1 hour ago, Russell griffiths said: so would 6/12 mean it rises 6 inches in 12 inches of run so I would think that is 45degrees 12/12 would be 45°. 6/12 would be much shallower, 26.56…°.
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