Rafter Math Question

in-too-deep

Well-known Member
I'm getting my paws on some roof steel. It's from a building that is 32 ft wide with a 5/12 pitch. If I used the steel on 4/12 rafters instead, how wide would my building be?Thanks!
 
32.8876876659434 feet wide IF I still can do trig. correctly. I think that translates to 32 foot 10 and five eights inches roughly.
 
For every 12 inches of run, you have a 4 inch rise.
Shouldn't be that hard to figure out from the 5/12. Good luck.
 
(quoted from post at 16:52:41 05/17/15) I'm getting my paws on some roof steel. It's from a building that is 32 ft wide with a 5/12 pitch. If I used the steel on 4/12 rafters instead, how wide would my building be?Thanks!

Use Pythagorean theorem.
A 5/12 roof gives a hypotenuse of 13, so for a 32 wide building the right triangle will measure 16 by 6.666 since each side is expanded by factor 4/3. This means that the hypotenuse of 13 will also be expanded by factor of 4/3 giving 17.333 as the length of steel you have. Making this 17.333 as the hypotenuse of a 4/12 triangle will give sides of 16.44 and 5.45 thus making the new 4/12 rafter 32.88, so you only gain about 10.6 inches.
Of course the overhang on both buildings would be identical using these numbers.
That's my take on it.
 
What do you get when you divide the circumference of the moon by its diameter?

Pi in the sky.

Sorry, I couldn't resist it.
 
If the building is a gable type meaning the 32 ft. wide has each half of the roof being 16 ft then with a 5/12 pitch your tin should be 17' 4" not calculating any overhangs. With a 4/12 pitch you can go 16' 5 1/4 ". Now if it is a sloped one sided roof that is 32' then your tin is 34' 8" long. With a 4/12 pitch you could go 32' 10 1/2" wide.
 
Build it 32 foot let the overhang take care of the 5 and change inches on each side. all of your materials will work better at 32 ft, otherwise you will have a lot of waste. One of the best things dad did was to teach me how to read a framing square
Boss
 
An Indian chief had three daughters.

The first got married and in due time had a baby boy. The chief gave her an elk hide.

The second got married and in due time had a baby girl. The chief gave her a deer hide.

The third got married and in due time had twins, a boy and a girl. The chief gave her a hippopotamus hide.

It just goes to prove the squaw of the hippopotamus is equal to the sum of the squaws of the two other hides.

(Couldn't resist that, either).
 
550Doug,
You stayed awake in geometry class. The older I get the more I find math/geometry a
useful tool.
 
Hi, if your not into pythagorus just measure it out with
a tape and markers on your lawn. Ed will
 
Hi, if your not into pythagorus just measure it out with
a tape and markers on your lawn. Ed will
 

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