To convert to a new base:
1. divide the number by the new base to get a whole quotient and a remainder;
2. note the remainder
3. replace the number by the quotient
4. if the number is not zero repeat from step 1.
5. the remainders in reverse order is the number in the new base.
Babylonian numbers are written using base 60, thus:
72 ÷ 60 = 1 r 12
1 × 60 = 0 r 1
→ 72 in base 60 is 1 : 12
The Babylonians would write this as 1 one-wedge followed (after a small gap) by 1 ten-wedge with 2 one-wedges (these 3 wedges grouped together).
Babylonian numerals have a base of 60 while the Hindu-Arabic numerals have a base of 10
In Roman numerals, 72 is written as LXXII. The Roman numeral L represents 50, X represents 10, and I represents 1. By combining these symbols, you can represent the number 72.
The number 72 in Roman numerals is LXXII.
One is roman the other is babylonian.
You write 1533 in roman numerals like this: MDXXXIII
Babylonian numerals have a base of 60 while the Hindu-Arabic numerals have a base of 10
In Roman numerals, 72 is written as LXXII. The Roman numeral L represents 50, X represents 10, and I represents 1. By combining these symbols, you can represent the number 72.
The number 72 in Roman numerals is LXXII.
One is roman the other is babylonian.
72
You cannot write fractions using Roman numerals.
they determined that place value refers to the position of numerals
You write 1533 in roman numerals like this: MDXXXIII
To write twenty in Roman numerals, you simply write the letter X.
It is: 93,000,000 in Hindu-Arabic numerals
It is 605 in Hindu-Arabic numerals and in Roman numerals it is DCV
How do you write 574 in Roman numerals.