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Forum topic by ColonelTravis  posted 372 days ago  1022 views  0 times favorited  19 replies 
372 days ago 
Topic tags/keywords: triangle plywood Adding plywood shelves to an odd closet. Shelves look like this (isn’t to scale, just a rough idea): It took forever to cut this shape correctly, and it came out OK but not exact, but it’s a back room closet, not gonna worry about it this time. But I’m starting out in woodworking and in the future I need to get things exactly right. I’ve got one of those cheap, plastic, yellow angle finders and a cheap, plastic protractor – first and last time I’m using those. 1.) Can someone please suggest proper measuring tools for angles? 2.) How do I mark those angles accurately on a somewhat lengthy piece of wood, so I can keep the cursing and scraps to a minimum? 3.) Using Mr. Pythagoras, I got nothing close to that 58 degrees. That A in geometry 25 freaking years ago has really helped. What am I messing up mathematically trying to come up with that angle? Very sad and embarrassing. Trying hard to not be an idiot but that is, in itself, difficult. 
19 replies so far
#1 posted 372 days ago 
If you need angles and dangles go here: http://www.geogebra.org/cms/en/  Max the "night janitor" at www.hardwoodclocks.com 
#2 posted 372 days ago 
something with your numbers isn’t right. using t he same 36.5 and 32.5 for the right angle legs I get 48 7/8” for the 3rd leg which you have marked as 37, the 58 degrees angle you have marked I have as 47.1 degrees. I suggest you rework your numbers with a square reference  ㊍ When in doubt  There is no doubt  Go the safer route. 
#3 posted 372 days ago 
Why not skip the math, grab a couple of large pieces of cardboard or masonite and make a template? First take a piece of cardboard that fills most of the space, then take another smaller piece and put it on top of the first, move it against the wall so it’s flush and tape it to the first piece. If you’ve got more than one weird wall, then take a 3rd piece of cardboard and move it flush against that wall, tape to the first piece. Then you just carry the cardboard over to the plywood shelf material and trace it. Or option two for those who are trig challenged but still know how to read a ruler:  This Ad Space For Sale! Your Ad Here! Reach a targeted audience! Affordable Rates, easy financing! Contact an ad represenative today at JustJoe's Advertising Consortium. 
#4 posted 372 days ago 
I just use cardboard and make a pattern. Trial and error till it’s right, and trace it on my wood. Dang! I shoulda hit “refresh” first. JustJoe said the same thing, just in more detail :=)  Perform A Random Act Of Kindness Today ... Pay It Forward 
#5 posted 372 days ago 
I agree with PurpLev. Something is wrong with your dimensions 
#6 posted 372 days ago 
Pythagorean theorem has nothing to do with angles. only the relation ship of the lengths of sides in right triangles. 
#7 posted 372 days ago 
PurpLev is absolutely right! Those numbers ain’t right! Now, as the owner of an older house (built in 1927), I suspect some of the problem might be in assuming you actually have a right angle. I know damned well that there isn’t a straight wall or right angle anywhere in my house! I think I have measured them all at this point!  "Find out what you cannot do and then go do it!" 
#8 posted 372 days ago 
Cardboard template – thank you. Geez. I took out the shelf and measured it to make sure I put down the right numbers, also rechecked the angle. That photo I posted above is indeed correct. It’s a 40yearold house, I’m not dealing with square walls and doors, so I have to factor that in but they’re not off by a lot. As for the math, I’ll check out GeoGebra and do some homework. One more question – is that Incra protractor worth the money? 
#9 posted 372 days ago 
Bit of cardboard, pencil, track saw, you’d have that done in a couple of minutes. 
#10 posted 372 days ago 
Which of those are your known measurements? The angle and the opposite sides (32.5)? The angle and the hypotenuse (37)? The two sides? What you need here is trigonometry, but it’s hard to whittle this down to a tractable example unless we know what your known dimensions are. And I agree with everyone else that these numbers are a little weird: If that bottom dimension (36.5) includes the 16, then the two sides of the triangle are 32.5 and 20.5. Which means either it’s not a right triangle (that base angle isn’t 90°), or that hypotenuse is closer to 38.425 than 37.  Dan Lyke, Petaluma California, http://www.flutterby.net/User:DanLyke 
#11 posted 372 days ago 
This is just my opinion but, everything Incra does is worth the money. That’s been my experience with everything I’ve bought from them  Gary, DeKalb Texas only 4 miles from the mill 
#12 posted 372 days ago 
Trigonometry/Geometry: the lengths of the sides of a triangle, define the triangle (2 triangles are congruent if each side of one triangle has the same length as a corresponding side of the other triangle). 
#13 posted 372 days ago 
Cut to the chase….. Mount the wall piece and hold the angled piece at level. Scribe a line, cut the line, mount the angle to wall piece, Wall Laa your done. it was more difficult to describe it badly than to actually do it. You are trying to make too much work out of this.  Improvise.... Adapt...... Overcome! 
#14 posted 372 days ago 
Dallas – you are correct. Too much work, good advice. 
#15 posted 372 days ago 
I like just Joe’s option 2. You assume the corners in the closet are square. Then you just make measurements and transfer those points to the piece and connect the dots. Something I’ve done was just make an angle copier with 2 pieces of wood connected together tightly. Then you can set in the corner and open it or close it to get the angle. Then put it on your piece and use it to trace the angle. Even though I have used trigonometry in construction especially in the construction of my home, most of the time I do much less math and more scratching my head until I figure out a much less technical solution.  Bill M. I love my job as a firefighter, but nothing gives me the satisfaction of running my hand over a project that I have built and just finished sanding. 
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