New formula of arbelos.
New formula of arbelos.
Can you give me some proof to prove Arbelos or fnew formula to make/
Re: New formula of arbelos.
Hi,
You may find these proofs interesting:
http://www.sciencebuddies.org/science-f ... p012.shtml
http://legacy.lclark.edu/~mathsci/arbelos.pdf
http://en.wikipedia.org/wiki/Arbelos
Best regards,
Barrett L Tomlinson
Re: New formula of arbelos.
thank you very much.
it can help this
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Thinking in (Semi-)Circles: The Area of the Arbelos
Thinking in (Semi-)Circles: The Area of the Arbelos
I had trouble finding a good variable for this project, i thought that i could test if the area of the circle from point C to point D on different sized Arbelos. I wanted to prove that the area of the circle is the same area as the Arbelos. I didnt know how to change the sizes of the Arbelos. If you have any ideas for a different way of experimenting with Arbelos, or how to help me with how
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Investigation New Formula of an Area of an Arbelos
Investigation New Formula of an Area of an Arbelos
What is the procedure or methodology of this topic "Investigation New Formula of Area of Arbelos"?
and what is the related literature and related study of this topic?
Please Help me so that I can Defend it on my Proposal Defense this coming January..
I really need help.
Can you give me a new formula of area of an arbelos?
Re: Investigation New Formula of an Area of an Arbelos
As
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Investigation New formula on Area of an Arbelos
Investigation New formula on Area of an Arbelos
Hi! I'm asking for help how can I start conducting my research.
please help me because I am going to have a Final Defense this coming November 21, 2011.
Please help me because I can't graduate this year if I didn't do my research.
Please I'm begging you. It's an honor if you help me. Please.
and please see my file that I have attach so that you can correct it if there is some mistake on it
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Thinking in (Semi-)Circles: The Area of the Arbelos
Thinking in (Semi-)Circles: The Area of the Arbelos
could i pls hav the solution of the project 'Thinking in (Semi-)Circles: The Area of the Arbelos'.
Thanks
Sohit Singh
Re: Thinking in (Semi-)Circles: The Area of the Arbelos
[quote="Sohit":34exqwx3]could i pls hav the solution of the project 'Thinking in (Semi-)Circles: The Area of the Arbelos'.
Thanks
Sohit Singh[/quote:34exqwx3]
Why don't you explain what you are
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Investigation New Formula of the Area of Arbelos
Investigation New Formula of the Area of Arbelos
What is the procedure or methodology of this topic "Investigation New Formula of Area of Arbelos"?
and what is the related literature and related study of this topic?
Please Help me so that I can Defend it on my Proposal Defense this coming January..
I really need help.
Re: Investigation New Formula of the Area of Arbelos
Hi,
I assume you are trying to do this Science Buddies
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Here is a challenging problem for anyone with an interest in geometry. This project requires background research to solve it, but it is an excellent illustration of visual thinking in mathematics.
Figure 1 below shows a series of circles (iC₁, iC₂, iC₃, ..., iC₃₀), inscribed inside an arbelos. What is an arbelos? The arbelos is the white region in the figure, bounded by three semicircles. The diameters of the three semicircles are all on the same line segment, AC,…
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Math_p011

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Time Required

Average (6-10 days)

Prerequisites

Good grasp of Euclidean geometry, a firm understanding of how to construct a mathematical proof, determination

Catheter ablation for atrial fibrillation (Afib) is safe and suppresses arrhythmia recurrences in 74 percent of patients after a single procedure, according to results from the one-year follow-up of the Atrial Fibrillation Ablation Pilot Study, the first European registry to evaluate the real-life epidemiology of catheter ablation for AFib.
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Study reveals the overall success rate of AF catheter ablation in Europe is relatively high and the overall complication rate is relatively low.
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