base of positional number system
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A positional (numeral) system is a system for representation of numbers by an ordered set of numerals symbols (called digits) in which the value of a numeral symbol depends on its position. For each position a unique symbol or a limited set of symbols is used.
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A positional number system is a system for representation of numbers by an ordered set of numerals symbols in which the value of a numeral symbol depends on its position. For each position a unique symbol or a limited set of symbols is used.The binary system is a positional notation like the decimal system. The difference is that it is base-2 rather than base-10. The decimal system uses powers of 10, as we have seen, as well as employing ten distinct symbols for digits: 0, 1, 2, 3, 4, 5, 6, 7, 8, and 9.
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