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Multiplication was based on successive doublings, and division was based on the inverse of this process (Berggren).The original of the oldest elaborate manuscript on mathematics was written in Egypt about 1825 BC. The Ahmes manuscript was not written to be a textbook, but for use as a practical handbook.The Egyptian calendar was introduced about 4241 BC.
The earliest Egyptian texts were written around 1800 BC.
They consisted of a decimal numeration system with separate symbols for the successive powers of 10 (1, 10, 100, and so forth), just like the Romans (Berggren). Numbers were represented by writing down the symbol for 1, 10, 100, and so on as many times as the unit was in the given number.
Three theories from mathematics were found to have been used in building the Great Pyramid.
The first theory states that four equilateral triangles were placed together to build the pyramidal surface.
If they found some exact method on how to do something, they never asked why it worked.
They never sought to establish its universal truth by an argument that would show clearly and logically their thought processes.
The Egyptians divided their year into 3 seasons that were 4 months each.
These seasons included inundation, coming-forth, and summer.
This number could be either integral or fractional.
The Egyptians used the fraction 2/3 used with sums of unit fractions (1/n) to express all other fractions.