Mail Archive Search: <+subject:/^(?:^\s*(re|sv|fwd|fw)[\[\]\d]*[:>-]+\s*)*Finding\s+the\s+center\s+of\s+a\s+circle\s*$/>

Results:

References: [ +subject:/^(?:^\s*(re|sv|fwd|fw)[\[\]\d]*[:>-]+\s*)*Finding\s+the\s+center\s+of\s+a\s+circle\s*$/: 8 ]

Total 8 documents matching your query.

1. Finding the center of a circle (score: 1): Author: Bill Gilroy <w.gilroy@verizon.net>; Date: Wed, 1 Aug 2001 23:28:10 -0400; I have a circle and I want to find the center so I can use a hole saw to cut a hole. What is the simplest way to find the center of the circle? -- Best regards, Bill mailto:w.gilroy@verizon.net /// /; /html/shop-talk/2001-08/msg00000.html (7,110 bytes)
2. Re: Finding the center of a circle (score: 1): Author: Donald H Locker <dhl@chelseamsl.com>; Date: Thu, 2 Aug 2001 00:34:06 -0400 (EDT); Carefully draw a right triangle inside the circle. The hypotenuse of this triangle is a diameter of the circle. Now draw another right triangle different from the first. Where the hypotenuses cross; /html/shop-talk/2001-08/msg00001.html (7,811 bytes)
3. Re: Finding the center of a circle (score: 1): Author: "rb 90" <rboyce90@hotmail.com>; Date: Wed, 01 Aug 2001 22:45:26 -0600; /// shop-talk@autox.team.net mailing list /// To unsubscribe send a plain text message to majordomo@autox.team.net /// with nothing in it but /// /// unsubscribe shop-talk /// ///; /html/shop-talk/2001-08/msg00002.html (7,286 bytes)
4. Re: Finding the center of a circle (score: 1): Author: Susan and Mark Miller <marknsuz@pacbell.net>; Date: Wed, 01 Aug 2001 22:53:05 -0700; Remove the pilot bit of the holesaw. Place the holesaw on the circle you wish cut. Slide the pilot bit in and give it a push. There should now be a hole (or at least a dent) in the center of the circ; /html/shop-talk/2001-08/msg00003.html (7,899 bytes)
5. Re: Finding the center of a circle (score: 1): Author: Drew Rogge <drew@pixar.com>; Date: Thu, 02 Aug 2001 08:13:54 -0700; One way is to use a pair of dividers. Set the distance between the points to something a bit over the circle's radius. From four points approximately 90 degrees apart on the circles circumference, s; /html/shop-talk/2001-08/msg00009.html (8,171 bytes)
6. Re: Finding the center of a circle (score: 1): Author: "BOB NOGUEIRA" <nogera@Prodigy.Net>; Date: Thu, 2 Aug 2001 18:28:24 -0500; "Bill Gilroy" asked GOOD GOD!!!! Ol' Mr. Berner of the Jos.Case High School was right back in 1962 when he said " You may not see a use for Geometry right now but some day you'll need it " Sorry to s; /html/shop-talk/2001-08/msg00011.html (7,864 bytes)
7. Re: Finding the center of a circle (score: 1): Author: "Peter J. Thomas" <pjthomas@ntplx.net>; Date: Thu, 02 Aug 2001 20:32:35 -0400; Drew's method is a good one, however, it requires you to connect the points and may not be accurate enough (or it may be for the application). You also have to mark outside the circle and this may no; /html/shop-talk/2001-08/msg00012.html (8,990 bytes)
8. RE: Finding the center of a circle (score: 1): Author: "Kim Knapp" <kimknapp@vail.net>; Date: Thu, 2 Aug 2001 20:12:30 -0600; Draw two lines tangent to the circle. Draw two lines perpendicular to these two lines such that they pass through the points of tangency. Where they intersect is the center of the circle. If you reme; /html/shop-talk/2001-08/msg00015.html (8,332 bytes)

Current List: 1 - 8
Page: [1]