Exemple de utilizare a Subtractive notation în Engleză și traducerile lor în Română
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Subtractive notation of Roman numerals.
IX is a group of numerals in subtractive notation. Final answer.
Subtractive notation, additive notation: more information….
The only possible groups of numerals in subtractive notation are.
The third rule- subtractive notation of the Roman numerals.
This group of two numerals is called a group in subtractive notation.
The third rule- subtractive notation of the Roman numerals How to convert the Arabic number 400?
How to use the lesser value numerals in subtractive notation groups.
The third rule- subtractive notation of the Roman numerals Final answer: Converter of Arabic numbers to Roman numerals.
Add up all the values of the individual numerals and of the groups in subtractive notation.
The third rule- subtractive notation of the Roman numerals(placing lower value symbols in front of larger value ones).
The fourth rule takes precedence over the third rule, that of the subtractive notation, when writing Roman numerals.
CDXLIVX: A group of numerals in subtractive notation, of lower value, IV(= 4), may not stand in front of a numeral of larger value, X(= 10).
XXLVI: A numeral of lower value, X(= 10),may not stand in front of a group of numerals in subtractive notation, XL(= 40).
The numerals andthe groups of numerals in subtractive notation must be written from left to right in descending order;
CCMXX: A numeral of lower value, C(= 100),may not stand in front of a group of numerals in subtractive notation, CM(= 900).
MXLDCCCVCXLVI: A group of numerals in subtractive notation, of lower value, XL(= 40), may not stand in front of a numeral of larger value, D(= 500).
VIXXVIIIXIV: A numeral of lower value, V(= 5),may not stand in front of a group of numerals in subtractive notation, IX(= 9).
The third rule- subtractive notation of the Roman numerals The fourth rule- additive notation of the Roman numerals How to convert the Arabic number 29?
Except for symbol I(1),any other symbol may be used in a subtractive notation group as the larger value numeral.
The third rule- subtractive notation of the Roman numerals Additive notation= a group of two or more numerals, equal or sorted in descending order from high to low- to calculate the value add up the symbols.
That of the repetition(the symbols may not be repeated more than three times in a row),only then the subtractive notation is applied.
VIXXVIIIXIV: A group of numerals in subtractive notation, IV(= 4), may not follow another group of numerals in subtractive notation, IX(= 9), of the same range value(1- 9).
XLXXVI: The numeral X(= 10)may not follow a group of numerals in subtractive notation, XL(= 40), of the same range value(10- 90).
Of the repetition of the numerals(a symbol can be repeated up to 3 times in a row),so 4 is constructed using the subtractive notation rule: 4= 5- 1= V- I= IV;
MCMC: The numeral C(= 100)may not follow a group of numerals in subtractive notation, CM(= 900), of the same range value(100- 900).
XVIIVIIMMV: The numeral I(= 1)may not follow a group of numerals in subtractive notation, IV(= 4), of the same range value(1- 9).