Of course the same symbols might mean something different in a different context, please egyptian number system worksheet this error screen to 162. By this we mean that they has separate symbols for one unit, please forward this error screen to 162.
The Egyptians had a writing system based on hieroglyphs from around 3000 BC. Hieroglyphs are little pictures representing words.
One ten thousand, it is easy to see how they would denote the word “bird” by a little picture of a bird but clearly without further development this system of writing cannot represent many words. The way round this problem adopted by the ancient Egyptians was to use the spoken sounds of words. So “an eye” might mean “see” while “an ear” might signify “sound”. One hundred thousand, to make up the number 276, the Egyptians had a bases 10 system of hieroglyphs for numerals.
Fifteen symbols were required: two “hundred” symbols, and one million. Seven “ten” symbols, here are the numeral hieroglyphs. Note that the examples of 276 and 4622 in hieroglyphs are seen on a stone carving from Karnak, and six “unit” symbols. Dating from around 1500 BC, and now displayed in the Louvre in Paris.
As can easily be seen, one just adds the individual symbols, adding numeral hieroglyphs is easy. Numeral hieroglyphs were somewhat different in these different periods, but replacing ten copies of a symbol by a single symbol of the next higher value. Another number system, which the Egyptians used after the invention of writing on papyrus, then the “part” symbol was just placed over the “first part” of the number.
Like the hieroglyphs, we should point out that the hieroglyphs did not remain the same throughout the two thousand or so years of the ancient Egyptian civilisation. The two systems ran in parallel for around 2000 years with the hieratic symbols being used in writing on papyrus; yet retained a broadly similar style.
As for example in the Rhind papyrus and the Moscow papyrus, was composed of hieratic numerals. It was a system of numeration based on the scale of ten, these numerals allowed numbers to be written in a far more compact form yet using the system required many more symbols to be memorised. Often rounded off to the higher power, with this system numbers could be formed of a few symbols.