what's that angle?
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what's that angle?
Hello. I received delivery of my 14/12 10-foot gable storage trusses, but I don't know the angle (in degrees) of the miter at the top (where the 2 rafters meet). The reason I think I want to know this is so I can miter the fly rafters at the same angle. I've studied the plans that the truss maker sent along, but from what I can tell, the angle is not listed. I probably have the right square for determining the angle, but don't know how to do it. And if there is a shortcut - like not even bothering to miter the tops of the fly rafters, then I'd bite hard on whatever it is. (I have assumed I could cover the gap with fascia, but then I'd still need to know the angle anyway to miter the fascia right?)
Thanks, and as always, much appreciated.
SDP in Wisconsin
Thanks, and as always, much appreciated.
SDP in Wisconsin
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I was starting to do that, but I knew there had to be a better way. I don't want to be off by a little bit and have it translate to a lotta bit at the ends. And I'd have to rebuild the fly rafters too. I hate rebuilding - I do too much of it.
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Well, I found the answer. I ended up at http://www.wonderhowto.com and there are several videos for how to use a framing sqaure and a speed square. If anyone else is in the dark like I was, these are some extremely helpful videos. Here are just two of them:
http://www.wonderhowto.com/how-to/vi...square-198506/
http://www.wonderhowto.com/how-to/vi...-square-78922/
http://www.wonderhowto.com/how-to/vi...square-198506/
http://www.wonderhowto.com/how-to/vi...-square-78922/
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OK, so if the included angle that's created at the peak is 81.202, then I can miter each rafter's top end at 49.399 degrees (give or take...) and I'll have it right.
Right?
180 - 81.202 = 98.798
And 98.798 / 2 = 49.399
These angles should be consistent for every 14/12 pitch then I suppose.
Right?
180 - 81.202 = 98.798
And 98.798 / 2 = 49.399
These angles should be consistent for every 14/12 pitch then I suppose.
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It's 49.399 from the horizontal; 40.101 from the vertical. If you were to draw a 45 degree line on the rafter, your new angle will be more acute (pointier) than the 45. That's assuming your roof is taller than it is wide, which is what 14/12 means. That's a steep roof!
The angle at the peak will be 40.101; the one at the wall will be 49.399. I always draw myself a picture to scale, esp. when it's close to 45 degrees, to prevent confusion. I'm a toolmaker by trade, and use trig nearly every day, but it's easy to flip flop the angles, and make it exactly.... wrong. A quick sketch on drafting paper is all you need. And of course, cut a test piece first! There's always the chance that the trusses you got aren't exactly 14/12- I've seen it happen.
