The Sumerians, using a sexagesimal (base-60) numeral system, had difficulty expressing the numeral for zero as a standalone value. While they had a placeholder for zero in certain contexts to denote the absence of a value, the concept of zero as a number in its own right was not fully developed in their numeral system. This limitation affected their ability to perform certain mathematical operations and calculations.
The sumerian system was based on 60; ours is based on 10
well i am still learning this but when you aredividing a numeral and the numeral could be a remainder when dividing by 9 you will get the answer "7" just study
156% = 1 14/25
The number 64 in roman numerals is written as LXIV.
It is: (((DLX))) which means 10*10*1000*560 = 56,000,000
100
The sumerian system was based on 60; ours is based on 10
The Sumerians, who developed one of the earliest known writing systems, primarily used a base-60 (sexagesimal) numeral system. While they could express a wide range of numbers, they struggled to represent certain concepts like zero as a placeholder in their system, particularly in their early numeration. Additionally, extremely large numbers beyond their practical counting needs may have been challenging to express directly. Thus, while they had a sophisticated system, limitations existed for expressing certain abstract mathematical ideas.
The sumerian system was based on 60; ours is based on 10
well i am still learning this but when you aredividing a numeral and the numeral could be a remainder when dividing by 9 you will get the answer "7" just study
156% = 1 14/25
The number 64 in roman numerals is written as LXIV.
It is: (((DLX))) which means 10*10*1000*560 = 56,000,000
The Hindu-Arabic numeral system
Could be Roman numeral for "2"
Sumerians were mostly farmers, however music was enjoyed by nobels and anyone who could make or afford an instrument
To write the number 12,375 in words, you would say "twelve thousand three hundred seventy-five." If you are looking to express it in a different numeral system, such as binary, it would be written as 11000001100111. For mathematical representation, you could also express it in scientific notation as 1.2375 × 10^4.