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Topic: RMP # 48
Replies: 70   Last Post: Jul 23, 2010 8:57 AM

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Hossam Aboulfotouh

Posts: 161
From: Egypt
Registered: 7/20/07
Re: RMP # 48
Posted: Oct 11, 2007 10:45 AM
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Milo,

In RMP#48, Ahmes did divide each side of the square into 9 equal parts (dividers) and grouped each three parts in one unit, and then constructed the semi-octagon. The product was Pi=256/81.

I hope that you can answer the following question, using your criteria.

If you followed the same approach of Ahmes, what would be the number of dividers of each side of the square, and the number of dividers of each of the tangent sides of the semi-octagon that give you the value of Pi=3.14159, using only the integer numbers?

Best regards,

Hossam Aboulfotouh


Date Subject Author
9/30/07
Read RMP # 48
L. Cooper
10/1/07
Read Re: RMP # 48
Franz Gnaedinger
10/1/07
Read Re: RMP # 48
L. Cooper
10/1/07
Read Re: RMP # 48
Milo Gardner
10/1/07
Read Re: RMP # 48
L. Cooper
10/2/07
Read Re: RMP # 48
Milo Gardner
10/3/07
Read Re: RMP # 48
Milo Gardner
10/3/07
Read Re: RMP # 48
L. Cooper
10/3/07
Read Re: RMP # 48
Franz Gnaedinger
10/4/07
Read Re: RMP # 48
Milo Gardner
10/4/07
Read Re: RMP # 48
Milo Gardner
10/4/07
Read Re: RMP # 48
Milo Gardner
10/4/07
Read Re: RMP # 48
Milo Gardner
10/4/07
Read Re: RMP # 48
Milo Gardner
10/4/07
Read Re: RMP # 48
Milo Gardner
10/4/07
Read Re: RMP # 48
L. Cooper
10/5/07
Read Re: RMP # 48
L. Cooper
10/5/07
Read Re: RMP # 48
Milo Gardner
10/6/07
Read Re: RMP # 48
L. Cooper
10/6/07
Read Re: RMP # 48
Franz Gnaedinger
10/6/07
Read Re: RMP # 48
Milo Gardner
10/6/07
Read Re: RMP # 48
L. Cooper
10/6/07
Read Re: RMP # 48
Franz Gnaedinger
10/6/07
Read Re: RMP # 48
Milo Gardner
10/7/07
Read Re: RMP # 48
Franz Gnaedinger
10/7/07
Read Re: RMP # 48
Milo Gardner
10/7/07
Read Re: RMP # 48
Franz Gnaedinger
10/7/07
Read Re: RMP # 48
Milo Gardner
10/8/07
Read Re: RMP # 48
Franz Gnaedinger
10/8/07
Read Re: RMP # 48
Milo Gardner
10/8/07
Read Re: RMP # 48
Franz Gnaedinger
10/8/07
Read Re: RMP # 48
Milo Gardner
10/9/07
Read Re: RMP # 48
Franz Gnaedinger
10/9/07
Read Re: RMP # 48
L. Cooper
10/10/07
Read Re: RMP # 48
Franz Gnaedinger
10/11/07
Read Re: RMP # 48
Franz Gnaedinger
10/11/07
Read Re: RMP # 48
L. Cooper
10/12/07
Read Re: RMP # 48
Franz Gnaedinger
10/12/07
Read Re: RMP # 48
Franz Gnaedinger
10/12/07
Read Re: RMP # 48
L. Cooper
10/13/07
Read Re: RMP # 48
Franz Gnaedinger
10/13/07
Read Re: RMP # 48
L. Cooper
10/13/07
Read Re: RMP # 48
Franz Gnaedinger
10/15/07
Read Re: RMP # 48
Franz Gnaedinger
10/18/07
Read Discussion of error/mistake in Greek texts
Ed Wall
10/19/07
Read Re: Discussion of error/mistake in Greek texts
Franz Gnaedinger
10/20/07
Read Re: Discussion of error/mistake in Greek texts
Milo Gardner
12/5/07
Read Re: Discussion of error/mistake in Greek texts
Milo Gardner
12/14/07
Read Re: Discussion of error/mistake in Greek texts
Franz Gnaedinger
12/14/07
Read Re: Discussion of error/mistake in Greek texts
Milo Gardner
12/14/07
Read Schools of Egyptology, and why they are not leaders in scribal math studies
Milo Gardner
10/11/07
Read Re: RMP # 48
Milo Gardner
10/12/07
Read Re: RMP # 48
L. Cooper
10/12/07
Read Re: RMP # 48
Milo Gardner
10/13/07
Read Re: RMP # 48
L. Cooper
7/11/10
Read Re: RMP # 48
Dioxippus
7/12/10
Read Re: RMP # 48
Milo Gardner
7/20/10
Read Re: RMP # 48
Dioxippus
7/21/10
Read Re: RMP # 48
Milo Gardner
7/21/10
Read Re: RMP # 48
Dioxippus
7/21/10
Read Re: RMP # 48
Milo Gardner
7/23/10
Read Re: RMP # 48
Dioxippus
7/23/10
Read Re: RMP # 48
Milo Gardner
10/6/07
Read Re: RMP # 48
Hossam Aboulfotouh
10/8/07
Read Re: RMP # 48
Milo Gardner
10/11/07
Read Re: RMP # 48
Hossam Aboulfotouh
10/12/07
Read Re: RMP # 48
Milo Gardner
10/13/07
Read Re: RMP # 48
Hossam Aboulfotouh
10/13/07
Read Re: RMP # 48
Hossam Aboulfotouh
10/19/07
Read Re: RMP # 48
Hossam Aboulfotouh
10/27/07
Read Re: RMP # 48
Matt Hugh

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