Lxiv = 50 + 10 + (-1 + 5) = 64.
In today's notation of Roman numerals it represents 64
64 in Roman numerals is LXIV
64 - LXIV
LXIV
Lxiv = 50 + 10 + (-1 + 5) = 64.
The Roman numerals for 64 are ILXV (65-1) or LXIIII (64) and they are not LXIV. So your question is: What is the cube root of LXIIII in Arabic numerals? The answer is 4 which is IIII or IV in Roman numerals.
In today's notation of Roman numerals it represents 64
64 in Roman numerals is LXIV
64 - LXIV
64 = LXIV in Roman numerals.
LXIV
On converting between Arabic and Roman Numbers ,we get : 7-18-64 IN ROMAN NUMERALS is written as : VII-XVIII-LXIV
On Converting between Arabic date and Roman Numbers we get: lxiv in roman numerals is written as :64 where L=5- ,X=10 and IV=4.
The number 64 in roman numerals is written as LXIV.
In today's terms: LXIV
In todays modern notation of Roman numerals 64 is LXIV But the ancient Romans would have notated the equivalent of 64 as LXIIII