242x Filetype PPT File size 0.22 MB Source: www.johnston.k12.nc.us
Two Types of numbers
Two Types of numbers
Arabic numbers
Arabic numbers
The numbers we normally use
The numbers we normally use
1,2,3,4,,,,,,,,
1,2,3,4,,,,,,,,
Roman Numbers
Roman Numbers
Invented by the romans and still used today
Invented by the romans and still used today
I, V, X, L, C, D, M
I, V, X, L, C, D, M
Hx of Roman numerals
Hx of Roman numerals
Romans strictly represented units as
Romans strictly represented units as
separate items in their numbers.
separate items in their numbers.
the numerals represented numbers as they
the numerals represented numbers as they
were depicted on an abacus - a calculating
were depicted on an abacus - a calculating
machine using pebbles or beads which were
machine using pebbles or beads which were
arranged from right to left in columns of
arranged from right to left in columns of
units, tens, hundreds, thousands etc.
units, tens, hundreds, thousands etc.
Continued……
Continued……
That means that 99 could be represented as
That means that 99 could be represented as
XCIX - 90+9 but never as IC.
XCIX - 90+9 but never as IC.
XC = 10 subtracted from 100 = 90
XC = 10 subtracted from 100 = 90
IX = 1 subtracted from 10 = 9
IX = 1 subtracted from 10 = 9
90 + 9 = 99
90 + 9 = 99
999 cannot be IM
999 cannot be IM
IM is not legal
IM is not legal
999 = CMXCIX
999 = CMXCIX
CM = 100 from 1000=900, XC = 10 subtracted from
CM = 100 from 1000=900, XC = 10 subtracted from
100 = 90 and IX = 1 subtracted from 10 = 9
100 = 90 and IX = 1 subtracted from 10 = 9
Therefore 900 + 90 + 9 = 999
Therefore 900 + 90 + 9 = 999
Roman Numerals
Roman Numerals
You must Learn
You must Learn
I = 1
I = 1
V = 5
V = 5
X = 10
X = 10
L =50
L =50
C =100
C =100
D = 500
D = 500
M = 1000
M = 1000
Roman Numeral Rules
Roman Numeral Rules
You can’t add more than 3 of the same letters at
You can’t add more than 3 of the same letters at
one time.
one time.
– Ex: 4 is IV not IIII
Ex: 4 is IV not IIII
use the biggest numeral possible at each stage
use the biggest numeral possible at each stage
– Ex: 15 XV not VVV or XIIIII.
Ex: 15 XV not VVV or XIIIII.
A smaller value letter to the left of a larger value
A smaller value letter to the left of a larger value
one is subtracted
one is subtracted
– Ex: 34 is XXXIV not XXXIIII
Ex: 34 is XXXIV not XXXIIII
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