radix$66568$ - traduzione in olandese
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radix$66568$ - traduzione in olandese

POSITIONAL NUMERAL SYSTEM IN WHICH POSITIONS HAVE DIFFERENT NUMERICAL BASES
Mixed Radix; Mixed-radix

radix      
n. wortel (in wiskunde)
decimal point         
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  • via=scan published by [[Harvard-Smithsonian Center for Astrophysics]] }}</ref>
  • California milepost marker at mile 144.44
  • Three ways to group the number ten thousand with digit group separators.<br/>1) Space, the internationally recommended thousands separator.<br/>2) Period (or full stop), the thousands separator used in many non-English speaking countries.<br/>3) Comma, the thousands separator used in most English-speaking countries.
SYMBOL USED TO SEPARATE THE INTEGER PART FROM THE FRACTIONAL PART OF A NUMBER WRITTEN IN BASE 10
Radix point; Decimal comma; Decimal point; ٫; Binary point; Momayyez; Decimal dot; Thousands separator; Digit group separator; Decimal period; Thousands' separator; Decimal divider; Digit grouping; Radix character; ⎖; Radix mark; Radix separator; ٬; Decimal separator key; Decimal sign; Thousands-separator; Upper comma; Decimal form; Decimal marker; Monetary decimal separator; Numeric decimal separator; Version decimal separator; Decimal version separator; Pythagorean arc; Separatrix (decimal mark); Decimal marks; Decimal separators; Decimal mark; Thousands divider; Thousand divider; Thousand separator; Thousands period; Thousands comma; Thousands marker; Decimal separation
decimaal punt
floating-point arithmetic         
  • Single-precision floating-point numbers on a [[number line]]: the green lines mark representable values.
  • none
  • signs]] of representable values
  • Z3]] computer, which uses a 22-bit binary floating-point representation
  • [[Leonardo Torres y Quevedo]], who proposed a form of floating point in 1914
  • Fig. 1: resistances in parallel, with total resistance <math>R_{tot}</math>
COMPUTER FORMAT FOR REPRESENTING RATIONAL NUMBERS
Floating-point; Floating-point number; Floating point number; Hidden bit; Floating point type; Floating point numbers; Floating point arithmetic; Floating-point error; Floating point value; Numeric (data type); Floating point error; Floating-point math; Float (computing); Floating point exception; Floating-Point; Finite precision arithmetics; Floating-point numbers; Floating decimal point; Floating point format; Floating-point format; Floating point representation; Floating-point representation; Floating-point arithmetics; Floating point arithmetics; Floating point; Binary floating point; Assumed bit; Implicit bit; Assumed bit (floating point); Hidden bit (floating point); Implicit bit (floating point); Leading bit (floating point); Implicit leading bit (floating point); Implicit leading bit; Implicit leading bit convention; Assumed bit convention; Leading bit convention; Implicit bit convention; Hidden bit convention; Hidden bit rule; Implicit bit rule; Implicit leading bit rule; Assumed bit rule; Leading bit rule; Binary floating-point; Octal floating point; Octal floating-point; Binary floating-point arithmetic; Binary floating-point number; Octal floating-point number; Octal floating-point arithmetic; Base 2 floating point; Base-2 floating point; Radix-2 floating point; Radix 2 floating point; Base 8 floating point; Base-8 floating point; Radix-8 floating point; Radix 8 floating point; Binary512; Radix 65536 floating point; Radix-65536 floating point; Base 65536 floating point; Base-65536 floating point; Base-256 floating point; Quaternary floating point; Base 256 floating point; Radix 256 floating point; Radix-256 floating point; Base 4 floating point; Base-4 floating point; Radix 4 floating point; Radix-4 floating point; Binary floating point number; Representable floating-point number; Fast math; Floating point math; Binary floating-point number system; Binary floating point number system; Binary floating point numbering system; Binary floating-point numbering system
aritmetica van getallen genoteerd op wijze van zwevend punt

Definizione

radix
<mathematics> The ratio, R, between the weights of adjacent digits in positional representation of numbers. The right-most digit has weight one, the digit to its left has weight R, the next R^2, R^3, etc. The radix also determines the set of digits which is zero to R-1. E.g. decimal (radix ten) uses 0-9 and each digit is worth ten times as much as you move left along the number. (2006-11-10)

Wikipedia

Mixed radix

Mixed radix numeral systems are non-standard positional numeral systems in which the numerical base varies from position to position. Such numerical representation applies when a quantity is expressed using a sequence of units that are each a multiple of the next smaller one, but not by the same factor. Such units are common for instance in measuring time; a time of 32 weeks, 5 days, 7 hours, 45 minutes, 15 seconds, and 500 milliseconds might be expressed as a number of minutes in mixed-radix notation as:

... 32, 5,  7, 45; 15,  500
...  ∞, 7, 24, 60; 60, 1000

or as

32577244560.15605001000

In the tabular format, the digits are written above their base, and a semicolon indicates the radix point. In numeral format, each digit has its associated base attached as a subscript, and the radix point is marked by a full stop or period. The base for each digit is the number of corresponding units that make up the next larger unit. As a consequence there is no base (written as ∞) for the first (most significant) digit, since here the "next larger unit" does not exist (and note that one could not add a larger unit of "month" or "year" to the sequence of units, as they are not integer multiples of "week").