There are four basic principles for reading and writing Roman numerals:
- 1. A letter repeats its value that many times (XXX = 30, CC = 200, etc.). A letter can only be repeated three times.
- 2. If one or more letters are placed after another letter of greater value, add that amount.
VI = 6 (5 + 1 = 6)
LXX = 70 (50 + 10 + 10 = 70)
MCC = 1200 (1000 + 100 + 100 = 1200)
3. If a letter is placed before another letter of greater value, subtract that amount. - a. Only subtract powers of ten (I, X, or C, but not V or L)
For 95, do NOT write VC (100 – 5).
DO write XCV (XC + V or 90 + 5) - b. Only subtract one number from another.
For 13, do NOT write IIXV (15 – 1 - 1).
DO write XIII (X + I + I + I or 10 + 3) - c. Do not subtract a number from one that is more than 10 times greater (that is, you can subtract 1 from 10 [IX] but not 1 from 20—there is no such number as IXX.)
For 99, do NOT write IC (C – I or 100 - 1).
DO write XCIX (XC + IX or 90 + 9) - 4. A bar placed on top of a letter or string of letters increases the numeral's value by 1,000 times.
XV = 15, = 15,000
One I Eleven XI Thirty XXX Two II Twelve XII Forty XL Three III Thirteen XIII Fifty L Four IV Fourteen XIV Sixty LX Five V Fifteen XV Seventy LXX Six VI Sixteen XVI Eighty LXXX Seven VII Seventeen XVII Ninety XC Eight VIII Eighteen XVIII One hundred C Nine IX Nineteen XIX Five hundred D Ten X Twenty XX One thousand M
IV = 4 (5 – 1 = 4)
XC = 90 (100 – 10 = 90)
CM = 900 (1000 – 100 = 900)Several rules apply for subtracting amounts from Roman numerals:
Is there a zero value in Roman Numerals?
ReplyDeleteno
ReplyDeleteThere is nothing like Roman numerals to make me get it up!
ReplyDeletethis is the roman numeral ,, i just want to share from other link
ReplyDeletehttp://www.math-worksheets.co.uk/140-tmd-how-to-add-and-subtract-roman-numerals/
This 4 Basic Principles, with the examples shown make it easy to understand Roman Numerals. Thank you
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