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Re: Math Prodigy's [Re: Flippin-Out] #13519516 04/15/20 07:51 PM
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Originally Posted by Flippin-Out
Ahhh, you need the center of a circle that includes an arc, NOT the centerpoint along the length of an arc. Those are two different solutions. I'll sharpen my crayon with the illustration in front of me.


that's it!


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Re: Math Prodigy's [Re: Bigbob_FTW] #13519517 04/15/20 07:52 PM
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what would lefty do?


" Hop, set the hook"!
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Re: Math Prodigy's [Re: Bigbob_FTW] #13519530 04/15/20 08:00 PM
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BTW, what you have marked as "radius" is the arc. The radius is the dotted line from each end of the chord to the center.

Re: Math Prodigy's [Re: Flippin-Out] #13519543 04/15/20 08:11 PM
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Originally Posted by Flippin-Out
BTW, what you have marked as "radius" is the arc. The radius is the dotted line from each end of the chord to the center.


yes, terminology issue with drafters. cheers


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Re: Math Prodigy's [Re: Bigbob_FTW] #13519549 04/15/20 08:17 PM
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Originally Posted by Bigbob_FTW
Originally Posted by Flippin-Out
Looking at either illustration, do you know the x/y coordinates of each of the 3 points connected by the dashed lines?
And the goal is to calculate x/y coordinates of the floating point?


[Linked Image]

Two known points are insufficient to arrive at a single unique solution. The reason is that we could fit those two known points very close together as a very small portion of a large circle, or far apart on a smaller circle. In both cases, the circle passes through the two points, but the centers of those two circles are entirely different points on the grid.

We need more information to calculate a solution. Since you wish to solve for a radius (and therefore a center) a third point would be needed as one way to allow for a unique solution.

Re: Math Prodigy's [Re: Flippin-Out] #13519567 04/15/20 08:41 PM
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Originally Posted by Flippin-Out
Originally Posted by Bigbob_FTW
Originally Posted by Flippin-Out
Looking at either illustration, do you know the x/y coordinates of each of the 3 points connected by the dashed lines?
And the goal is to calculate x/y coordinates of the floating point?


[Linked Image]

Two known points are insufficient to arrive at a single unique solution. The reason is that we could fit those two known points very close together as a very small portion of a large circle, or far apart on a smaller circle. In both cases, the circle passes through the two points, but the centers of those two circles are entirely different points on the grid.

We need more information to calculate a solution. Since you wish to solve for a radius (and therefore a center) a third point would be needed as one way to allow for a unique solution.




can't you find the length of the straight line from x2 - y2 and just center off that?

that is how I would lay out your driveway or sidewalk, well, if I was gonna lay out a driveway or a sidewalk for ya. 6/8/10 a 90 from center line of the straight line and poof, you got a driveway!


" Hop, set the hook"!
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Re: Math Prodigy's [Re: Bigbob_FTW] #13519569 04/15/20 08:42 PM
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dang engineers! roflmao


" Hop, set the hook"!
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Re: Math Prodigy's [Re: TexDawg] #13519585 04/15/20 08:57 PM
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Originally Posted by TexDawg
7

42


“Do not pray for easier lives. Pray to be stronger men.” -JFK
Re: Math Prodigy's [Re: Bigbob_FTW] #13519596 04/15/20 09:08 PM
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https://www.mathopenref.com/arcradius.html
Get the height, and you’re golden. Otherwise, I think you’re SOL, just like supergay Clay Jenkins at the next election.

Re: Math Prodigy's [Re: Bigbob_FTW] #13519628 04/15/20 09:35 PM
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Re: Math Prodigy's [Re: hopalong] #13519632 04/15/20 09:37 PM
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Originally Posted by hopalong
dang engineers! roflmao



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Just want to make folks smile, and spit coffee on their keyboard.

If you put beans in your chili, you don't know beans about chili.

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Re: Math Prodigy's [Re: UGLYSHCTICK] #13519639 04/15/20 09:40 PM
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Originally Posted by UGLYSHCTICK
Originally Posted by hopalong
dang engineers! roflmao



[Linked Image]



Used to have of on my wall!


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Re: Math Prodigy's [Re: Bigbob_FTW] #13519652 04/15/20 09:54 PM
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You cannot just draw features on a navionics map and expect to catch fish there.


Woke up this morning
Got yourself a gun....
Re: Math Prodigy's [Re: hopalong] #13519666 04/15/20 10:12 PM
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Originally Posted by hopalong
Originally Posted by Flippin-Out
Originally Posted by Bigbob_FTW
Originally Posted by Flippin-Out
Looking at either illustration, do you know the x/y coordinates of each of the 3 points connected by the dashed lines?
And the goal is to calculate x/y coordinates of the floating point?


[Linked Image]

Two known points are insufficient to arrive at a single unique solution. The reason is that we could fit those two known points very close together as a very small portion of a large circle, or far apart on a smaller circle. In both cases, the circle passes through the two points, but the centers of those two circles are entirely different points on the grid.

We need more information to calculate a solution. Since you wish to solve for a radius (and therefore a center) a third point would be needed as one way to allow for a unique solution.




can't you find the length of the straight line from x2 - y2 and just center off that?

that is how I would lay out your driveway or sidewalk, well, if I was gonna lay out a driveway or a sidewalk for ya. 6/8/10 a 90 from center line of the straight line and poof, you got a driveway!

Yes, the midpoint of the chord can be located. (The chord is the straight line between two points on a circle. Then we could mark a radius, but we don't know how FAR it is to the center of the circle. When you layout some concrete forms, you are also "mentally" doing some curve fitting. You choose a radius that smooths the lines together, and that's by sight for aesthetics. He's working with a grid in a program, so that human choice can't be injected.

Re: Math Prodigy's [Re: outfishdya] #13519667 04/15/20 10:12 PM
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Originally Posted by outfishdya
You cannot just draw features on a navionics map and expect to catch fish there.



I don't have to draw on my navionics map to not catch fish, look at all the time I saved. roflmao


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