While it's not normal WikiAnswers policy to answer a question with another question, please ask yourself what date the US declared its independence from England.
On the back, written in Roman numerals.
Easily. It's on the back at the base of the pyramid, written in Roman numerals.
1776 in Roman numerials
Either not Kennedy or not a dollar. Please look at the denomination on the back.
on my 2 dollar bill , its the picture of declaration of independence in 1776. i have a 1976 series c3,c39
1776
On the back, written in Roman numerals.
Easily. It's on the back at the base of the pyramid, written in Roman numerals.
1776 in Roman numerals are MDCCLXXVI and this was the year that the United States declared its independence from Great Britain.
1776 in Roman numerials
MDCCLXXVI and they are Roman numerals that represent 1776 which was the year that the United States declaration of Independence was signed.
It is not because the US number system is based on the Hindu-Arabic numeral system of: 1 2 3 4 5 6 7 8 9 and 0 Whereas the equivalent Roman numerals are: I II III IV V VI VII VIII IX and N There are Roman numerals on the back of a dollar bill which are MDCCLXXVI and they represent 1776
Roman numerals dates back to 1st millenium BC .
To add 777 and 999 in Roman numerals, you can first convert the numbers to their Roman numeral equivalents. 777 is DCCCLXXVII and 999 is CMXCIX. Method 1: Add the two Roman numerals: DCCCLXXVII + CMXCIX = MDCCC LXXVI Method 2: Convert both numbers to their Arabic numeral equivalents, add them together, and then convert the sum back to Roman numerals: 777 + 999 = 1776, which can be written as MDCCLXXVI in Roman numerals.
Convert from Roman numerals to Arabic numerals, add, convert back to Roman numerals.
1776
Presumably, in order to make Roman numerals more compatible with Hindu-Arabic numerals that were being introduced into Western Europe in the Middle Ages we now consider the equivalent of 999 expressed in Roman numerals as CMXCIX but back in the time of the ancient Roman Empire its equivalent was probably worked out on an abacus counting frame as DCCCCLXXXXVIIII and expressed in written format as IM thus facilitating the speed and ease of the required calculations as follows:-MDCCLXXVI+IM = MMDCCLXXV => 1776+(1000-1) = 2775MDCCLXXVI-IM = DCCLXXVII => 1776-(1000-1) = 777Note that in mathematics -(1000-1) becomes -1000+1 and that if we were to use the longer version of 999 the results would be exactly the same in both calculations.QED