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How can you write 1875 in roman numerals?
MDCCCLXXV
How would you add together 1776 plus 99 plus 1907 in two different ways showing both completed calculations entirely in Roman numerals with reasons why?
When in Rome do as the Romans do because the ancient Romans would have probably added together the given numbers in either of the following configurations:- As: MDCCLXXVI+IC = MDCCCLXXV => 1776+(100-1) = 1875. MDCCCLXXV+CMMVII = MMMDCCLXXXII => 1875+(2007-100) = 3782. Or as: MDCCLXXVI+LXXXXVIIII = MDCCCLXXV => 1776+99 = 1875. MDCCCLXXV+MDCCCCVII = MMMDCCLXXXII => 1875+1907 = 3782. Note that in todays modern configuration of Roman numerals 99 and 1907 are now considered to be XCIX and MCMVII respectively. The above calculations are fairly simple and straightforward but for more complicated calulations the Romans would have used an abacus counting device.
How would you work out 1776 plus 99 in two different ways and 1776 minus 99 in two different ways but working out all four calculations entirely in Roman numerals?
Not withstanding today's modern notation of Roman numerals in as much that the ancient Romans would have probably worked out the required calculations as follows: MDCCLXXVI+IC = MDCCCLXXV => 1776+(100-1) = 1875 MDCCLXXVI+LXXXXVIIII = MDCCCLXXV => 1776+99 = 1875 MDCCLXXVI-IC = MDCLXXVII => 1776-(100-1) = 1677 MDCCLXXVI-LXXXXVIIII = MDCLXXVII => 1776-99 = 1677
How would you multiply 75 by 25 in Roman numerals without using any Hindu-Arabic numerals?
X*LXXV = DCCL X*LXXV = DCCL V*LXXV = CCCLXXV When added together: MDCCCLXXV (75*25 = 1875)
How would you work out 99 plus 1776 in two different ways and 1776 minus 99 in two different ways but working out all four calculations entirely in Roman numerals with explanations?
Nowadays the modern way of converting 99 into Roman numerals is now considered to be XCIX but back in the past the ancient Romans would have worked it out on an abacus calculating board as LXXXXVIIII which can be logically abridged to IC thus facilitating the speed and ease of the required calculations as follows:-MDCCLXXVI+IC = MDCCCLXXV => 1776+(100-1) = 1875MDCCLXXVI+LXXXXVIIII = MDCCCLXXV => 1776+99 = 1875MDCCLXXVI-IC = MDCLXXVII => 1776-(100-1) = 1677MDCCLXXVI-LXXXXVIIII = MDCLXXVII => 1776-99 = 1677Note that in mathematics -(100-1) changes to 1-100 and that subtraction is achieved by cancelling out the numerals whereas addition is achieved by adding the numerals.QED
How would you actually add together 99 plus 1776 plus 1900 in two different ways entirely in Roman numerals in both calculations?
Nowadays we would convert the equivalent of 99, 1776 and 1900 into Roman numerals as XCIX, MDCCLXXVI and MCM respectively which inhibits their ability to interact with each other:-But the ancient Romans probably added the equivalent of 99, 1776 and 1900 in either of the following formats:-IC+MDCCLXXVI = MDCCCLXXV => (100-1)+1776 = 1875MDCCCLXXV+CMM = MMMDCCLXXV => 1875+(2000-100) = 3775Alternatively:-LXXXXVIIII+MDCCLXXVI = MDCCCLXXV => 99+1776 = 1875MDCCCLXXV+MDCCCC = MMMDCCLXXV => 1875+1900 = 3775Values: M=1000, D=500, C+100, L=50, X=10, V=5 and I=1Note: 5*I=V, 2*V=X, 5*X=L, 2*L=C, 5*C=D and 2*D=MQED
Does the expiration date include that date?
No, the expiration date does not include that date.
Does the date grow on the female date palm or the male date palm?
The date grows on the female date palm
Difference between value date and transaction date in banking?
value date means ordinary date . transaction date means banking date.
Should the date on an essay be the due date?
No, the date on an essay should typically be the date it was written or completed, not the due date.
What is the answer to the brain teaser date date?
double date
La fecha means?
Birth date
