positional notation

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Related to Place-value system: positional notation, Place value notation

positional notation

n.
A system of writing numbers in which the position of a digit affects its value.

positional notation

n
(Mathematics) the method of denoting numbers by the use of a finite number of digits, each digit having its value multiplied by its place value, as in 936 = (9 × 100) + (3 × 10) + 6
ThesaurusAntonymsRelated WordsSynonymsLegend:
Noun1.positional notation - a numeration system in which a real number is represented by an ordered set of characters where the value of a character depends on its position
number representation system, number system, numeration system, system of numeration - any notation for the representation of numbers
binary number system, binary numeration system, binary system, pure binary numeration system - a positional system of numeration that uses binary digits and a radix of two
octal number system, octal numeration system - a positional system of numeration that uses octal digits and a radix of eight
decimal number system, decimal numeration system, decimal system - a positional system of numeration that uses decimal digits and a base of ten
duodecimal number system, duodecimal system - a positional system of numeration that uses duodecimal digits and a radix of twelve
hexadecimal number system, hexadecimal system, sexadecimal number system - a positional system of numeration that uses hexadecimal digits and a radix of sixteen
References in periodicals archive ?
The arithmetic of the Indian numerals and fractions with the decimal place-value system.
In the eighth century, the English monk known as the Venerable Bede wrote descriptions of these signs for the numbers up to 9999, illustrating a place-value system based on grouping by tens and powers of ten.
This collection of seventy neat, easy-to-follow blackline masters is intended to help students understand our place-value system.
Decimal numbers, like whole numbers, are symbolized within a place-value system.
Their explanations should focus on the 1-to-10, right-to-left relationship between adjacent positions in the place-value system.