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1. Trigonometry? (score: 1): Author: "T. S. White" <tswrace@pacbell.net>; Date: Thu, 21 Apr 2005 06:21:23 -0700; I have a math question related to my driveline angles. I would appreciate it if someone could solve this problem for me since I passed trig twice and never understood it once. I have a triangle with; /html/triumphs/2005-04/msg00600.html (6,816 bytes)
2. Re: Trigonometry? (score: 1): Author: John Innis <jdinnis@gmail.com>; Date: Thu, 21 Apr 2005 09:06:09 -0500; This one is easy but not possible to answer give the information yuo posted. The angles in a tirangle will always add up to 180. So if the 9 degree angle is changed to 5 degrees, the possible solutio; /html/triumphs/2005-04/msg00605.html (7,532 bytes)
3. Re: Trigonometry? (score: 1): Author: David Brady <dmb993@earthlink.net>; Date: Thu, 21 Apr 2005 10:16:03 -0400; There's not enough information. Based on what you've given us, there's an infinite number of possibilities for the 2 remaining angles. A triangle is constrained by three adjacent parameters: length,; /html/triumphs/2005-04/msg00606.html (7,251 bytes)
4. RE: Trigonometry? (score: 1): Author: "Randall" <tr3driver@comcast.net>; Date: Thu, 21 Apr 2005 07:45:40 -0700; Not enough information. Which side stays the same ? Randall; /html/triumphs/2005-04/msg00609.html (6,717 bytes)
5. Re: Trigonometry? (score: 1): Author: "scott s." <75270.3703@earthlink.net>; Date: Thu, 21 Apr 2005 12:55:33 -1000; I think what you want is the law of sines: a1/sin(a1) = b1/sin(b1) = c1/sin(c1) a2/sin(a2) = b2/sin(b2) = c2/sin(c2) But to solve, you need to know which sides are going to be the same length after t; /html/triumphs/2005-04/msg00634.html (7,227 bytes)

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