akhmimwoodentablet.blogspot.com

Akhmim Wooden Tablet

The AWT partitioned a hekat unity (64/64) five times. The unity was multiplied by 1/3, 1/7, 1/10, 1/11 and 1/13. Five binary hekat quotients (Q/64) plus 1/320 of a hekat (ro) scaled remainders were recorded. The five two-part [(Q/64) (5R/n)(ro)] answers were proved by multiplying 3, 7, 10, 11 and 13 and returning (64/64) hekat unity five times. Wednesday, June 22, 2005. Akhmim Wooden Tablet (AWT). 64/64)/10 hekat = (6/64 4/640)hekat =. 4 2)/64 hekat 20/10 ro =. 1/16 1/32)hekat 2ro =. With Q = Quotient, R...

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Akhmim Wooden Tablet | akhmimwoodentablet.blogspot.com Reviews

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The AWT partitioned a hekat unity (64/64) five times. The unity was multiplied by 1/3, 1/7, 1/10, 1/11 and 1/13. Five binary hekat quotients (Q/64) plus 1/320 of a hekat (ro) scaled remainders were recorded. The five two-part [(Q/64) (5R/n)(ro)] answers were proved by multiplying 3, 7, 10, 11 and 13 and returning (64/64) hekat unity five times. Wednesday, June 22, 2005. Akhmim Wooden Tablet (AWT). 64/64)/10 hekat = (6/64 4/640)hekat =. 4 2)/64 hekat 20/10 ro =. 1/16 1/32)hekat 2ro =. With Q = Quotient, R...

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Akhmim Wooden Tablet | akhmimwoodentablet.blogspot.com Reviews

https://akhmimwoodentablet.blogspot.com

The AWT partitioned a hekat unity (64/64) five times. The unity was multiplied by 1/3, 1/7, 1/10, 1/11 and 1/13. Five binary hekat quotients (Q/64) plus 1/320 of a hekat (ro) scaled remainders were recorded. The five two-part [(Q/64) (5R/n)(ro)] answers were proved by multiplying 3, 7, 10, 11 and 13 and returning (64/64) hekat unity five times. Wednesday, June 22, 2005. Akhmim Wooden Tablet (AWT). 64/64)/10 hekat = (6/64 4/640)hekat =. 4 2)/64 hekat 20/10 ro =. 1/16 1/32)hekat 2ro =. With Q = Quotient, R...

INTERNAL PAGES

akhmimwoodentablet.blogspot.com

1

Akhmim Wooden Tablet: Forward and Reverse Engineering AWT & RMP data

http://akhmimwoodentablet.blogspot.com/2005/06/forward-and-reverse-engineering-awt.html

The AWT partitioned a hekat unity (64/64) five times. The unity was multiplied by 1/3, 1/7, 1/10, 1/11 and 1/13. Five binary hekat quotients (Q/64) plus 1/320 of a hekat (ro) scaled remainders were recorded. The five two-part [(Q/64) (5R/n)(ro)] answers were proved by multiplying 3, 7, 10, 11 and 13 and returning (64/64) hekat unity five times. Sunday, June 19, 2005. Forward and Reverse Engineering AWT and RMP data. Nine data points will be forward and reverse engineered as ancient. Thereby creating one ...

2

Akhmim Wooden Tablet: October 2004

http://akhmimwoodentablet.blogspot.com/2004_10_01_archive.html

The AWT partitioned a hekat unity (64/64) five times. The unity was multiplied by 1/3, 1/7, 1/10, 1/11 and 1/13. Five binary hekat quotients (Q/64) plus 1/320 of a hekat (ro) scaled remainders were recorded. The five two-part [(Q/64) (5R/n)(ro)] answers were proved by multiplying 3, 7, 10, 11 and 13 and returning (64/64) hekat unity five times. Monday, October 18, 2004. INTRODUCTION: Defining any arithmetic system, at any time,. Or anywhere, requires the use of numbers. In the Egyptian. 5, not a pure bas...

3

Akhmim Wooden Tablet: June 2005

http://akhmimwoodentablet.blogspot.com/2005_06_01_archive.html

The AWT partitioned a hekat unity (64/64) five times. The unity was multiplied by 1/3, 1/7, 1/10, 1/11 and 1/13. Five binary hekat quotients (Q/64) plus 1/320 of a hekat (ro) scaled remainders were recorded. The five two-part [(Q/64) (5R/n)(ro)] answers were proved by multiplying 3, 7, 10, 11 and 13 and returning (64/64) hekat unity five times. Wednesday, June 22, 2005. Akhmim Wooden Tablet (AWT). 64/64)/10 hekat = (6/64 4/640)hekat =. 4 2)/64 hekat 20/10 ro =. 1/16 1/32)hekat 2ro =. With Q = Quotient, R...

4

Akhmim Wooden Tablet: Egyptian Arithmetic (Appendix)

http://akhmimwoodentablet.blogspot.com/2004/10/egyptian-arithmetic-appendix.html

The AWT partitioned a hekat unity (64/64) five times. The unity was multiplied by 1/3, 1/7, 1/10, 1/11 and 1/13. Five binary hekat quotients (Q/64) plus 1/320 of a hekat (ro) scaled remainders were recorded. The five two-part [(Q/64) (5R/n)(ro)] answers were proved by multiplying 3, 7, 10, 11 and 13 and returning (64/64) hekat unity five times. Monday, October 18, 2004. INTRODUCTION: Defining any arithmetic system, at any time,. Or anywhere, requires the use of numbers. In the Egyptian. 5, not a pure bas...

5

Akhmim Wooden Tablet: Akhmim Wooden Tablet (AWT)

http://akhmimwoodentablet.blogspot.com/2005/06/akhmim-wooden-tablet-awt.html

The AWT partitioned a hekat unity (64/64) five times. The unity was multiplied by 1/3, 1/7, 1/10, 1/11 and 1/13. Five binary hekat quotients (Q/64) plus 1/320 of a hekat (ro) scaled remainders were recorded. The five two-part [(Q/64) (5R/n)(ro)] answers were proved by multiplying 3, 7, 10, 11 and 13 and returning (64/64) hekat unity five times. Wednesday, June 22, 2005. Akhmim Wooden Tablet (AWT). 64/64)/10 hekat = (6/64 4/640)hekat =. 4 2)/64 hekat 20/10 ro =. 1/16 1/32)hekat 2ro =. With Q = Quotient, R...

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$historyofegyptianfractions.blogspot.com$ historyofegyptianfractions.blogspot.com

History of Egyptian Fractions: May 2006

http://historyofegyptianfractions.blogspot.com/2006_05_01_archive.html

History of Egyptian Fractions. The History of Egyptian fractions will be reported from two points of view. First, beginning with the oldest texts, Middle Kingdom Egyptian mathematics will be parsed. Second, the newest text, the Liber Abaci, will be parsed showing that Egyptian fraction arithmetic was continuously used for over 3,200 years. Wednesday, May 10, 2006. The second document is the Rhind Mathematical Papyru. In 1650 BCE, and a hard-to-decode 2/n table. The decoded 2/n table. Two subjects that co...

reisnerpapyri.blogspot.com

Reisner Papyrus: The Reisner Papyrus

http://reisnerpapyri.blogspot.com/2005/12/reisner-papyrus.html

This document defines the oldest form of Middle Kingdom scribal division. 'Daily' digging amounts were divided by 10, producing raw 10 man crew digging rates written in quotients and exact remainders. Remainder arithmetic was the subject of the first 6 problems in the RMP. Early researchers only mentioned aspects of the quotients and remainders written in RMP Egyptian fractions and associated 1/15 hekat daily food rations per worker. Thursday, December 08, 2005. Divide 39 by 10 = 4,. Yet, all other divis...

reisnerpapyri.blogspot.com

Reisner Papyrus: December 2005

http://reisnerpapyri.blogspot.com/2005_12_01_archive.html

This document defines the oldest form of Middle Kingdom scribal division. 'Daily' digging amounts were divided by 10, producing raw 10 man crew digging rates written in quotients and exact remainders. Remainder arithmetic was the subject of the first 6 problems in the RMP. Early researchers only mentioned aspects of the quotients and remainders written in RMP Egyptian fractions and associated 1/15 hekat daily food rations per worker. Thursday, December 08, 2005. Divide 39 by 10 = 4,. Yet, all other divis...

$historyofegyptianfractions.blogspot.com$ historyofegyptianfractions.blogspot.com

History of Egyptian Fractions: Egyptian Fractions

http://historyofegyptianfractions.blogspot.com/2006/05/egyptian-fractions.html

History of Egyptian Fractions. The History of Egyptian fractions will be reported from two points of view. First, beginning with the oldest texts, Middle Kingdom Egyptian mathematics will be parsed. Second, the newest text, the Liber Abaci, will be parsed showing that Egyptian fraction arithmetic was continuously used for over 3,200 years. Wednesday, May 10, 2006. The second document is the Rhind Mathematical Papyru. In 1650 BCE, and a hard-to-decode 2/n table. The decoded 2/n table. Two subjects that co...

mathorigins.com

awtA

http://mathorigins.com/image%20grid/awta.htm

Analysis by Milo Gardner: The Achmim Wooden Tablets (C.G. 25.367 and C.G. 25.368). Middle Kingdom texts exactly computed a hekat, a unit of grain, written. Horus-Eye system and also partly in the Hieratic. System. The myth of Anubis, monitor of. The scales of truth suggests that this modular arithmetic system may date to the Old. Kingdom, Saqqara. There was a gate* at Saqqara that metaphorically solved the Horus-Eye. Balance beam problem. Today this means that there was a literal. Scaling of Horus Eye.

egyptianmath.blogspot.com

Egyptian Math History: February 2005

http://egyptianmath.blogspot.com/2005_02_01_archive.html

Egyptian fraction arithmetic appeared in the Middle Kingdom. After 2,000 BCE the Akhmim Wooden Tablet, the Reisner Papyrus, EMLR and RMP used the same remainder arithmetic. Egyptian division was inverse to Egyptian multiplication. Egyptian fraction weights and measures units methods diffused to Greek, Hellene, Coptic, Arabs and medieval eras. Ahmes' RMP 36 red auxiliary numbers scaled 2/53 imply that 2/n tables were constructed by the same methodology. Monday, February 07, 2005. And Ahmes 2/n table.

egyptianmath.blogspot.com

Egyptian Math History: Egyptian Math History

http://egyptianmath.blogspot.com/2005/02/egyptian-math-history.html

Egyptian fraction arithmetic appeared in the Middle Kingdom. After 2,000 BCE the Akhmim Wooden Tablet, the Reisner Papyrus, EMLR and RMP used the same remainder arithmetic. Egyptian division was inverse to Egyptian multiplication. Egyptian fraction weights and measures units methods diffused to Greek, Hellene, Coptic, Arabs and medieval eras. Ahmes' RMP 36 red auxiliary numbers scaled 2/53 imply that 2/n tables were constructed by the same methodology. Monday, February 07, 2005. And Ahmes 2/n table.

egyptianmath.blogspot.com

Egyptian Math History: July 2004

http://egyptianmath.blogspot.com/2004_07_01_archive.html

Egyptian fraction arithmetic appeared in the Middle Kingdom. After 2,000 BCE the Akhmim Wooden Tablet, the Reisner Papyrus, EMLR and RMP used the same remainder arithmetic. Egyptian division was inverse to Egyptian multiplication. Egyptian fraction weights and measures units methods diffused to Greek, Hellene, Coptic, Arabs and medieval eras. Ahmes' RMP 36 red auxiliary numbers scaled 2/53 imply that 2/n tables were constructed by the same methodology. Friday, July 16, 2004. Born to Rea and Pansy Gardner.

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akhmimwoodentablet.blogspot.com

Akhmim Wooden Tablet

The AWT partitioned a hekat unity (64/64) five times. The unity was multiplied by 1/3, 1/7, 1/10, 1/11 and 1/13. Five binary hekat quotients (Q/64) plus 1/320 of a hekat (ro) scaled remainders were recorded. The five two-part [(Q/64) (5R/n)(ro)] answers were proved by multiplying 3, 7, 10, 11 and 13 and returning (64/64) hekat unity five times. Wednesday, June 22, 2005. Akhmim Wooden Tablet (AWT). 64/64)/10 hekat = (6/64 4/640)hekat =. 4 2)/64 hekat 20/10 ro =. 1/16 1/32)hekat 2ro =. With Q = Quotient, R...

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