Fill in the blanks...  13 O C = 13 original colonies?
412128
71. 7 continents on the earth\n72. \n73.25 statistics on a baseball card\n74.\n75.\n76.10 little indians\n77.13 original colonies\n78. 10 dimes in a dollar
843441
The answer is c.\nC12H22O11+12O2-->12CO2+11H2O
424202
Carbon always has 6 protons. The 13 refers to the atomic mass (total number of protons plus neutrons) of this particular isotope of carbon. So the number of neutrons = 13-6=7.
505203
The fractions you wrote are actually already reduced fractions; i.e. the gcd(numerator, denominator) = 1\n\nif you were intending to multiply the three fractions, that simplifies to 13/50
502680
Let's clear up what some of these terms mean. All the people living in the 13 colonies (except the Native Americans) were colonists. Some of the colonists thought that the 13 colonies should seperate from England and form a new nation of their own, legal or not. These were the Revolutionaries or Rebels. But other colonists thought that people of the 13 colonies should support the King and the King's laws. These were the loyalists, as they remained loyal to the (then) legitimate government.\n\nSo EVERY loyalist is a also a colonist. But not every colonist is a loyalist.
1115607
about 13 billion years ago, give or take a billion
323032
13 times 13 equals 169
62850
New England Colonies:\n\nConnecticut\nMaine\nMassachusetts\nNew Hampshire \n\nMiddle Colonies:\n\nNew York\nPennsylvania\nNew Jersey\nDelaware\n\nSouthern Colonies:\n\nMaryland\nVirginia\nNorth Carolina\nSouth Carolina\nGeorgia\n\nTotal: 13
1064278
50 stars are for the 50 states. 13 stripes represent the original 13 colonies.
942916
your question has a problem...............\nif the sum is 13, then the other number has to be -35, which will not meet your other condition
890894
C12H22O11+12O2-------12CO2+11H2O+E
550093
OK, CREATIVE, here's how it works:\n\nFirst let's think of what we mean by writing a number as follows:  "4321". \n\nWe mean the number is [(4X1000) + (3x100) + (2X10) + 1X1)]. \n\nIn other words, the number is the sum of four thousands, three hundreds, two tens, and one ones.\n\nWe'll call your word sequence of directions the "sequence", for short. What I intend to do is derive the number 1755 or 1756, as appropriate, because that is the key to how the sequence works. The multiplication that the sequence calls out just serves to positions numbers in the columns so that the last three digits of the answer become, in order, the chocolate number, the first age digit, and the second age digit.\n\nAlso To help simplify things, let's name the numbers 1755 & 1756, the "adjuster", because they "adjust" the sequence so that when we subtact our birth year, we arrive at the desired three-digit answer!\n\nNow let's write the sequence of steps you outlined as an equation, where n = the number of times we eat chocolate, and 19xy represents the year of birth (YOB).\n\n(By the way, the sequence doesn't work if you were born before 1901 or after 1999, but we when finish here, you'll have the tools to fix it to work for either the 19th or 21st centuries! YEAH!) :-)\n\nSo here's the sequence written as an equation:\n\n\n{[100(n) + 250] + 1756} - 19xy = nTO\n\nWhere we've assigned "T" as in "T"ens column, as the first digit in the age, and "O" as in "O"nes column, as the second digit. So the answer to the equation is properly "nTO".\n  \ndouble check the equation by going back and reading what the sequence spells-out.\n\nNotice that whatever (n) is, the first term of the equation, 100(n), will always create, in the hundreds (third) column, the number we chose for (n)!!!\n\nAHAW! - we've already cracked part of the trick!  We know we have to choose our "adjuster" such that it cancels-out any other numbers appearing in the hundreds column! The "n" gets preserved because its the first digit of the answer!\n\nSimple - eh?\n\nFor now, lets assign the adjuster the value ABCD, where the alphabet letters represent the numbers we need to derive. \n\nUsing our terminology and chain, we can re-write the equation as a column of numbers to be added and subtracted as follows:\n   \n             0n00\n             0250\n             ABCD \n             19xy(-)\n            ______\n             0nTO               \n \nNote: The lead zero's in rows one, two, and the answer row are put there to try and line-up the columns correctly when they appear on the yahoo! answer site, which otherwise moves them out of position because it "left justifies" all columns. By the same token, normally the minus sign for the "19xy", which is to be subtracted, would appear in front, instead of behind, but in so doing  the program mis-aligns the columns. Also note that the alphabet letters do not line-up accurately with the numbers. Readers will have to mentally correct for these mis-alignments.  Sorry!\n\n\nHang on!  We're almost there!  The hard part's done, it's all down  hill from here!  :-)\n\nNow let's plug in to the columns the numbers for an easy case, say a ten-year old born in 1996, then work backwords and see what numbers result for the "ABCD".\n\nplugging in age 10, YOB of 1996, then the desired answer is n10. Go back and put in the answer line.\n\n Then see how the columns look. we have:\n    For the ones column,        D-6=0,      so D=6\n    For the tens column,       5+C-9=1,     so C=5          \n    For the hundreds column,  n+2+B-9=n     so B=7\n    For the thousands column,    A-1=0      so A=1\n\nSo  ABCD = 1756  QED  (Quid Erat Demenstradum - what we wanted to demonstrate, as the Romans used to say!)\n\nNow you can have some fun and derive the "1755" adju
38488
13 -- once for each of the original colonies
1036845
13 stripes, 50 stars\n\n13 original colonies & 50 states
483474
How about this:\n\nhttp://en.wikipedia.org/wiki/13_%28number%29
224090
take these \n4 8 15 16 23 42\n\nLOST! :)
284865
13, one for each colony.