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References: [ +subject:/^(?:^\s*(re|sv|fwd|fw)[\[\]\d]*[:>-]+\s*)*\[TowerTalk\]\s+Elementary\s+question\s+\-\s+trig\s+formula\s*$/: 11 ]

Total 11 documents matching your query.

1. [TowerTalk] Elementary question - trig formula (score: 1)
Author: n4zr@contesting.com (Pete Smith)
Date: Thu, 25 Jun 1998 15:12:36 -0400
At the risk of getting into the dumb question territory: If you know how far from the base of your tower your guys attach (on flat ground), and you know how high they attach to the tower, then you sh
/archives//html/Towertalk/1998-06/msg00906.html (9,569 bytes)

2. [TowerTalk] Elementary question - trig formula (score: 1)
Author: baycock@hiwaay.net (Bill Aycock)
Date: Thu, 25 Jun 1998 14:19:15 -0500
Pete- it doesn't take trig- it's a matter of simple proportions B/(C+D)=?/C-- simpler- the ratio of the base spread to the total height is the same as the ratio of the spread at any height to the dis
/archives//html/Towertalk/1998-06/msg00908.html (10,316 bytes)

3. [TowerTalk] Elementary question - trig formula (score: 1)
Author: Chad_Kurszewski@csg.mot.com (WE9V Chad Kurszewski)
Date: Thu, 25 Jun 1998 14:20:33 -0500
It's just a simple ratio. B ? -- = -- C+D C So, ? = C * B/(C+D) -- Chad Kurszewski, WE9V e-mail: WE9V@qth.com The Official "Sultans of Shwing" Web Site: http://www.QTH.com/sos -- FAQ on WWW: http://
/archives//html/Towertalk/1998-06/msg00910.html (9,589 bytes)

4. [TowerTalk] Elementary question - trig formula (score: 1)
Author: n3rr@erols.com (Bill Hider)
Date: Thu, 25 Jun 1998 15:54:21 -0400
There is no such thing as a dumb question. The answer is also not as simple as it sounds. It is: B is to (C+D) as ? is to C Mathematically: B/(C+D) = ?/C ? = (BxC)/(C+D) Just multiply B times C and d
/archives//html/Towertalk/1998-06/msg00912.html (12,001 bytes)

5. [TowerTalk] Elementary question - trig formula (score: 1)
Author: clewis@ro.com (Chuck Lewis)
Date: Thu, 25 Jun 1998 16:14:43 -0500
Yep. Similar triangles...it's just a simple proportion...no trig needed. B/(C+D) = ?/C or, ? = C x B/(C+D) Example: If you have a 100' tower (C+D), and the guys are out 60' (B), the distance out from
/archives//html/Towertalk/1998-06/msg00920.html (10,793 bytes)

6. [TowerTalk] Elementary question - trig formula (score: 1)
Author: K9KJ@qsl.net (Thomas Johnson)
Date: Thu, 25 Jun 1998 16:36:14 -0500
OK... Now, If I need MORE Phillystran to complete one last leg of my tower, and my tower is 50Ft, and I want to guy it at 45 feet, and my Ground anchor is 30 feet from the base of the tower, how much
/archives//html/Towertalk/1998-06/msg00922.html (12,087 bytes)

7. [TowerTalk] Elementary question - trig formula (score: 1)
Author: clewis@ro.com (Chuck Lewis)
Date: Thu, 25 Jun 1998 17:22:45 -0500
This is a test, right? Pythagoras sez (from his grave): C^2 =A^2 + B^2 where C is the length of your guy, A is the height at which you attach it to your tower, and B is the distance out from the towe
/archives//html/Towertalk/1998-06/msg00923.html (13,879 bytes)

8. [TowerTalk] Elementary question - trig formula (score: 1)
Author: n4kg@juno.com (T A RUSSELL)
Date: Thu, 25 Jun 1998 19:32:29 -0600
There is an even easier way that requires NO MATH ! Just make a scaled drawing, say 1 inch = 10 ft. Then you can measure your guy wire lengths and/or turning radius at any point on the tower. See, I
/archives//html/Towertalk/1998-06/msg00926.html (11,217 bytes)

9. [TowerTalk] Elementary question - trig formula (score: 1)
Author: N0NQX@worldnet.att.net (Al Samson)
Date: Thu, 25 Jun 1998 21:41:26 -0500
I think right triangle is an answer. -- FAQ on WWW: http://www.contesting.com/towertalkfaq.html Submissions: towertalk@contesting.com Administrative requests: towertalk-REQUEST@contesting.com Problem
/archives//html/Towertalk/1998-06/msg00929.html (10,529 bytes)

10. [TowerTalk] Elementary question - trig formula (score: 1)
Author: n3rr@erols.com (Bill Hider, N3RR)
Date: Fri, 26 Jun 1998 02:45:58 +0100
Not only is it easier, making scaled drawings of your site is usually required for building permits. So, I use those drawings in the implementation of my station. The scaled drawings take any guess w
/archives//html/Towertalk/1998-06/msg00930.html (12,786 bytes)

11. [TowerTalk] Elementary question - trig formula (score: 1)
Author: k1vr@juno.com (Fred Hopengarten)
Date: Thu, 25 Jun 1998 22:45:52 EDT
K1VR: This is a trick question, and may not be answerable from the information available. Here's why: You want to have galvanized steel guy wire from a height of about 12 feet above ground to the guy
/archives//html/Towertalk/1998-06/msg00931.html (9,782 bytes)


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