I'm pretty good with squares and triangles - but circles and arcs and degrees are spinning me 'round and 'round. So, here's my question:
How many pieces of 40" flex with one inch cut from the 'inside' rail would it take to make a 1/2 circle? (outside rail left at 40" in all cases) And, how large the diameter of that 1/2 circle?
Is there a formula that can be applied for the length of the inside rail to know the arc/degree, # of pieces, etc?
If you decide to use a set number of pieces, how do you calculate the length of the inside rail to ensure that quantity will form a 1/2 circle?
If you want to be able to mate up to smaller pieces (all at 22.5° or 11.25° ) how do you calculate the length of the inside rail with the outside rail at 40"?
(Note: I tried a custom radius in RR Track but the largest diameter seems to be constrained to 101.86")(and, I'm not sure i am using that function correctly)