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1. [TowerTalk] Trig Question (score: 1): Author: kc5ajx@hotmail.com (Rick Bullon); Date: Sun, 20 Sep 1998 06:05:58 GMT; I need some help doing some calculations for a tower. It has been over 30 years since I took trig in school and I can't remember my formulas. The tower is going to be 70 ft Rohn 25 guyed as per the R; /archives//html/Towertalk/1998-09/msg00482.html (8,054 bytes)
2. [TowerTalk] Trig Question (score: 1): Author: n3rr@erols.com (Bill Hider, N3RR); Date: Sun, 20 Sep 1998 11:56:58 +0100; --30E4D95C3B1D2C9D2FE1F2CE Content-Type: text/plain; charset=us-ascii Content-Transfer-Encoding: 7bit Rick, You have given us a trick question of sorts. See my answers imbedded in your original below; /archives//html/Towertalk/1998-09/msg00484.html (18,171 bytes)
3. [TowerTalk] Trig Question (score: 1): Author: kharker@cs.utexas.edu (Kenneth Earl Harker); Date: Sun, 20 Sep 1998 12:16:20 -0500 (CDT); Thus spoke Rick Bullon: * The three guys form an equilateral triangle, with one side following your property line. In an equilateral triangle, each angle in 60 degree. * The triangle formed by the to; /archives//html/Towertalk/1998-09/msg00493.html (11,111 bytes)
4. [TowerTalk] Trig Question (score: 1): Author: k6ll@juno.com (k6ll@juno.com); Date: Sun, 20 Sep 1998 17:29:39 +0100; On Sun, 20 Sep 1998 06:05:58 GMT "Rick Bullon" <kc5ajx@hotmail.com> writes: I'm on vacation, and I don't have the Rohn book with me, but there is a drawing in there somewhere that shows how much real; /archives//html/Towertalk/1998-09/msg00494.html (9,600 bytes)
5. [TowerTalk] Trig Question (score: 1): Author: realex@flash.net (bob alexander); Date: Sun, 20 Sep 1998 12:41:15 -0500; Rick, with the guy points on the property line, the base of the tower will be 28 feet from the line. The 3rd guy point is 84 feet from the property line. The guy points on the property line are 97 fe; /archives//html/Towertalk/1998-09/msg00496.html (8,559 bytes)

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