Under today's rules governing the Roman numeral system 1449.5 converted into Roman numerals is considered to be MCDXLIXS which makes addition with DLXIIS (562.5) in some form of logical progression almost impossible.
However the Romans themselves would have calculated the equivalent of 1449.5 on an abacus counting board as MCCCCXXXXVIIIIS and probably simplified it to SLMD in written form which makes addition with DLXIIS quite simple as follows:-
SLMD+DLXIIS = MMXII (1500-50.5)+562.5 = 2012
Alternatively in expanded format:-
MCCCCXXXXVIIIIS+DLXIIS = MMXII (1449.5+562.5 = 2012)
Examples of simplification of Roman numerals can be found in the reference book 'History of Mathematics' volume 2 by David Eugene Smith first published in 1925 and ISBN 0486 204 308.
Roman numerals are used to indicate main ideas, capital letters to indicate major details, and Arabic.
There are whole books explaining Lebesgue integrals. I cannot explain all of that in one page!
The way in which we write out Roman numerals today is different to the way that the Romans actually did themselves and as a consequence it's difficult if not possible to write out the equivalent of 999.5 into Roman numerals in today's format of them. But the Romans would have worked out the equivalent of 999.5 on an abacus counting board as DCCCCLXXXXVIIIIS and then simplified it to SM (1000-0.5) in written form making addition straightforward as follows:- SM+SM = IMM (2000-1) Due to changes in the rules governing the Roman numeral system today we would write out the equivalent of 1999 as MCMXCIX rather than IMM. Roman numerals: M=1000, D=500, C=100, L=50, X=10, V=5, I=1 and S=1/2
In today's modern notation it is: (CMXCIX)CMXCIX Numerals in brackets indicate multiplication by a thousand. So: 999*1000+999 = 999,999 However, the Romans themselves would have probably calculated this number out on a abacus counting device as (DCCCCLXXXXVIIII)DCCCCLXXXXVIIII which can be simplified to I(M) in the same way that the numerals VIIII and XXXX (9 and 40) are simplified to IX and XL respectively. The way we write out Roman numerals today is different to the way that the Romans actually did themselves because today's rules governing the Roman numeral system were introduced during the Middle Ages and that was centuries after the decline of the Roman Empire. Evidence can still be found today in medieval manuscripts, on ancient monuments and buildings giving details of how these numerals were once written the most famous of these buildings being the Coliseum in Rome.
Roman numerals:IX*IX = LXXXILXXXI/III = XXVIIXXVII+LXXIII = LXXXXVIIIII => CArabic numerals:9*9 = 8181/3 = 2727+73 = 100
is explaining a main idea a main purpose of supporting details
is explaining a main idea a main purpose of supporting details
explaining or clarifying your writing; putting in more details.
i got already the simple design for refrigeration machinery on board,actually for those have a details skecthes abt this thing can we share together....tq i got already the simple design for refrigeration machinery on board,actually for those have a details skecthes abt this thing can we share together....tq
In this sentence, "Would you mind elaborating?" It means, would you "mind explaining"? It basically means, explaining in more details. Hope it helps. And, this is what I think it should mean.
Roman numerals are used to indicate main ideas, capital letters to indicate major details, and Arabic.
By explaining when being asked to explain you should give in all the details of the question or topic which is given by a teacher/lecture.
There are whole books explaining Lebesgue integrals. I cannot explain all of that in one page!
The details in an outline are typically marked by indented subheadings or bullet points. These details provide specific information that supports the main points or ideas presented in the outline.
Facts and details.
The development team provides a blog, explaining technical details of emulating the PS2.see related link for site
The way in which we write out Roman numerals today is different to the way that the Romans actually did themselves and as a consequence it's difficult if not possible to write out the equivalent of 999.5 into Roman numerals in today's format of them. But the Romans would have worked out the equivalent of 999.5 on an abacus counting board as DCCCCLXXXXVIIIIS and then simplified it to SM (1000-0.5) in written form making addition straightforward as follows:- SM+SM = IMM (2000-1) Due to changes in the rules governing the Roman numeral system today we would write out the equivalent of 1999 as MCMXCIX rather than IMM. Roman numerals: M=1000, D=500, C=100, L=50, X=10, V=5, I=1 and S=1/2