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Numbers Number Systems The natural numbers or whole numbers are the ones we use in counting. We learn them at an early age, perhaps pairing them with our fingers or else learning to chant thier names in order 'one, two, three, four, ...'. Important features of our number systems, these numbers can be used to count sets of objects, and for a naturally ordered progression that has a first number, the number 1, but no last number; so no matter how big a number you come up with, I can always reply with a bigger one -- simply by adding 1. However, even quite simple arithmetic, as we shall see, cannot be carried out wholly within the natural numbers. Ordinarily we take the principles that govern each such systems for granted, yet merely to be able to subtract and divide, for example, requires other, more complex number systems, such as fractions and negative numbers. Historical Systems:
Egyptian: earliest example of a number system. Hyeroglyphs
were used to represent 1, 10, 100, 1000, 10000, 100000, and 1000000.
Numbers wer formed by grouping multile occurences of the symbols from right
to left. Base Systems:
Decimal (base 10) is our most common number system
today. Names for numbers
Prefixes
Powers of 10 (in decending order of value)
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