|
|
#31 |
|
FFR Player
Join Date: May 2006
Posts: 91
|
Perhaps these similar triangles are what you're after - simpler and provable without a calculator, though I still used a fair bit of working to prove the side ratios (omitted, tell me if you really want to see it).
There is also a very nice method of dividing the triangle into 3 similar regular trapezoids, but it also gets ugly at the end. I suspect there might be a further little trick involved to reduce the working - the kind that gets mathematicians all wet around the cosines... Frankly, I still quite like my first sledgehammer approach. ![]() perkeyone: I use Microsoft Visio for the drawings |
|
|
|
| Currently Active Users Viewing This Thread: 1 (0 members and 1 guests) | |
|
|