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9 replies
Help with Calculation of Roof Angle/Length to Ridge
Hello everyone,
I'm building a house bed for the little one and need some support on how to easily calculate the angle and length of the roof.
I tried the classic Pythagorean theorem but couldn't quite make it work.
How can I easily determine the angle at which the roof meets the beam and the correct length to the ridge?
Does anyone have a "this always works" solution?
Grateful for support
I'm building a house bed for the little one and need some support on how to easily calculate the angle and length of the roof.
I tried the classic Pythagorean theorem but couldn't quite make it work.
How can I easily determine the angle at which the roof meets the beam and the correct length to the ridge?
Does anyone have a "this always works" solution?
Grateful for support
Snailman
Member
· Västra Götaland
· 5 586 posts
Snailman
Member
- Västra Götaland
- 5,586 posts
If it says 1492 on the drawing, then I get the angle to 50.89° and the outer measurement of the diagonal to 634.1
I suggest you draw on a piece of cardboard with these measurements first, it was a few decades ago since I learned it in school
I suggest you draw on a piece of cardboard with these measurements first, it was a few decades ago since I learned it in school
How did you calculate that? Because the method should be applicable regardless of the measurements, I suppose.Snailman said:
Snailman
Member
· Västra Götaland
· 5 586 posts
Snailman
Member
- Västra Götaland
- 5,586 posts
Horizontals are 800/2 = 400, verticals 492J Jotre said:
The angle y is then. Arctangent (492/400)
The diagonal is the square root of (492*492 + 400*400)
My calculator has a button for arctangent usually abbreviated to ATN
Pythagoras probably works anyway.
One leg, a = 1492 - 1000 = 492 mm (if I interpret the numbers correctly).
Other leg, b = 800/2 = 400 mm.
The hypotenuse then becomes, c = 634 mm.
One leg, a = 1492 - 1000 = 492 mm (if I interpret the numbers correctly).
Other leg, b = 800/2 = 400 mm.
The hypotenuse then becomes, c = 634 mm.
So regardless of the dimensions I build in, a2+b2=c2 works.
How do I calculate the angle where the diagonal meets the standing stud? For if I make it at 45 degrees, for example, does the same way of calculating work? This is where I get confused, namely.
How do I calculate the angle where the diagonal meets the standing stud? For if I make it at 45 degrees, for example, does the same way of calculating work? This is where I get confused, namely.
Snailman
Member
· Västra Götaland
· 5 586 posts
Snailman
Member
- Västra Götaland
- 5,586 posts
Not sure what you mean, but if you add up the three angles in a finished right triangle, they always total 180 degrees. The Pythagorean theorem always applies to a right triangle.J Jotre said:
Snailman
Member
· Västra Götaland
· 5 586 posts
Snailman
Member
- Västra Götaland
- 5,586 posts
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