|
Triangle Problem
|
 
2011-10-22, 01:30 AM
Spoiler
That's about how far I got. It's obviously possible to solve it using trig - let BC = 1, then you can calculate the lengths EC, BD, and CD, resulting in the DEC triangle having two known side lengths and one known angle, which is enough to figure out the rest. But that seems rather unpleasant to actually go through.
|
|
« Next Oldest | Next Newest »
|
| Messages In This Thread |
|
Triangle Problem - by Holypie - 2011-10-21, 11:26 PM
Triangle Problem - by Kalovale - 2011-10-22, 12:12 AM
Triangle Problem - by Stereo - 2011-10-22, 01:30 AM
Triangle Problem - by rethic - 2011-10-22, 01:50 AM
Triangle Problem - by Five Second Pose - 2011-10-22, 01:51 AM
Triangle Problem - by Kalovale - 2011-10-22, 02:00 AM
Triangle Problem - by rethic - 2011-10-22, 04:40 AM
Triangle Problem - by rethic - 2011-10-22, 04:40 AM
Triangle Problem - by Stereo - 2011-10-22, 05:29 AM
Triangle Problem - by rethic - 2011-10-22, 08:14 AM
Triangle Problem - by OB3LISK - 2011-10-22, 09:52 AM
Triangle Problem - by Dual - 2011-10-22, 11:57 AM
Triangle Problem - by Heffalump - 2011-10-22, 12:26 PM
Triangle Problem - by OB3LISK - 2011-10-22, 06:08 PM
Triangle Problem - by Holypie - 2011-10-22, 07:45 PM
Triangle Problem - by rethic - 2011-10-23, 08:26 AM
Triangle Problem - by Dual - 2011-10-23, 08:58 AM
Triangle Problem - by OB3LISK - 2011-10-23, 10:04 AM
Triangle Problem - by Holypie - 2011-10-23, 11:17 AM
Triangle Problem - by OB3LISK - 2011-10-23, 12:54 PM
Triangle Problem - by Holypie - 2011-10-23, 01:36 PM
Triangle Problem - by OB3LISK - 2011-10-23, 03:07 PM
Triangle Problem - by Holypie - 2011-10-23, 03:30 PM
Triangle Problem - by OB3LISK - 2011-10-23, 05:22 PM
Triangle Problem - by ShinkuDragon - 2011-10-23, 07:15 PM
Triangle Problem - by Kalovale - 2011-10-23, 10:01 PM
Triangle Problem - by ShinkuDragon - 2011-10-23, 11:44 PM
Triangle Problem - by rethic - 2011-10-24, 12:59 AM
Triangle Problem - by Stereo - 2011-10-24, 08:20 PM
Triangle Problem - by Holypie - 2011-10-26, 03:01 PM
|
