how do you mention 1,000,000,000,000,000?\n\n2 characters only ok people...\ncould be both letters (**)\nor both numbers (##)\nor letter and number (*#)/(#*)
123120
the answer is (1P)\n\n*1 peta..figureof 10^15...\n\nGUD 1 SKYLARK!
480586
You need the 10 digits 0 through 9 (obviously). You also need another 1 and 2, so you can represent 11 and 22.
380132
If you are under Windows you can turn on NumLock, and use Alt plus codes on the number pad to do some of them (Alt-253 = ², Alt-171 = ½, Alt-251 = √, etc.) \n\nAlternatively, you can use Character Map utility under Start > All Programs > Accessories > System Tools.  Then you can get lots of others:\n°±²³ΦΘΠⁿ⅓⅔⅛⅜⅝⅞∆∏∑√∞∫≈≠≤≥\n\nFeel free to copy these from here too...
517919
I don't know where you're from, but in the United States "one thousand" is used a lot more prevalently than "ten hundred."  I have only heard "ten hundred" a hand full of times in my life.  I say "one thousand."  Since she is your wife she is going to win the argument anyways, so not much you can do!
25277
It probably just made more sense to describe the amount and then the currency.  I see some written descriptions outside the US use the currency symbol afterward, like 637$.  Maybe we should all start doing it...:-)
303963
Good Luck mandylaz----I have not a clue!! I am not very good when it comes to throwing numbers and letters together!! :) Sorry!! Hope you find your answer!!
473629
Are we counting the number of times the digit zero appears?  For example, would 1,000,000 result in 6 zeroes?  If so, you can count the zeroes as follows:\n\nFirst, count the numbers of the form nnnnnn0... 10, 20, 30, ..., 100, 110, 120, ..., 999990, 1000000.  Every 10th number will have this form, so that is 100,000 zeroes in the units place (don't count zero, but do count 1 million).\n\n1,000,000 * 1/10 = 100,000\n100,000 - 1 + 1 = 100,000\n\nNext, count nnnnn0n... 100, 101, 102, 103...  109, 200, 201, 202, ... 209, .... 999900, 999901, 999902, ..., 999,999, 1,000,000.  This would be 10 out of every hundred numbers, so that is 99,991 zeroes in the tens place.  (You don't count 0 to 9), but you do count 1 million.\n\n1,000,000 * 10/100 = 100,000\n100,000 - 10 + 1 = 99,991\n\nNext, count nnnn0nn.  This would be 100 out of every thousand numbers, but not counting 0 to 99, but counting 1 million.  So that is 99,901.\n\n1,000,000 * 100/1000 = 100,000\n100,000 - 100 + 1 = 99,901\n\nNext, count nnn0nnn.  This would be 1000 out of every ten thousand numbers, but not counting 0 to 999, but counting 1 million.  So that is 99,001.\n\n1,000,000 * 1000/10000 = 100,000\n100,000 - 1,000 + 1 = 99,001\n\nNext, count nn0nnnn.  This would be 10000 out of every hundred thousand numbers, but not counting 0 to 9999, but counting 1 million.  So that is 90,001.\n\n1,000,000 * 10000/100000 = 100,000\n100,000 - 10,000 + 1 = 90,001\n\nFinally, count n0nnnnn.  Without a leading digit, none of the numbers except 1 million would have this pattern:\n\n1,000,000 * 100000/1000000 = 100,000\n100,000 - 100,000 + 1 = 1\n\n100,000 + 99,991 + 99,901 + 99,001 + 90,001 + 1 = 488,895\nSo the answer is that the digit zero appears 488,895 times in the numbers from 1 to 1 million, inclusive.
551422
We use the symbol above the number 6 on the keyboard to show exponents.  For example, 2 squared is typed 2^2 = 4.\n\nWhy don't you use the symbol ^ and retype your question correctly?\n\nGuido
571514
1) 120 words\n\n2)12345 (these represent teh letters) first make all the words with 1 at teh beginning then 2 then 3 and so on
412694
Yes use a semicolon\n\nand people, this is listed under HW help..
582290
&+hearts+;\n\nPut them together without the plus signs  ♥ Or just copy and paste them.
383119
999. \n\nDoes anyone else find this question a bit disturbing?
574117
Double digit?  \n\nYou're being exceedingly charitable.
59386
(a) 111100111101\n(b) 110001011
480442
I GOT THIS ANSWER!! When you write it as a roman numeral!!
160262
Easy...\n\n312211\n\nLook at it this way...\n\nOne\n1 one\n2 ones\n1 two 1 one\n1 one 1 two 2 ones\n\nTherefor 3 ones 2 twos 1 one
327449
91316  \n \n \n91388    (UNIQUE)      \n \n \n91401  \n \n \n91402  \n \n \n91403  \n \n \n91404    (PO BOX)      \n \n \n91405  \n \n \n91406  \n \n \n91407    (PO BOX)      \n \n \n91408    (PO BOX)      \n \n \n91409    (PO BOX)      \n \n \n91410    (PO BOX)      \n \n \n91411  \n \n \n91412    (PO BOX)      \n \n \n91413    (PO BOX)      \n \n \n91416    (PO BOX)      \n \n \n91423  \n \n \n91426    (PO BOX)      \n \n \n91436  \n \n \n91470    (UNIQUE)      \n \n \n91482    (UNIQUE)      \n \n \n91495    (UNIQUE)      \n \n \n91496    (UNIQUE)      \n \n \n91497    (UNIQUE)      \n \n \n91499    (UNIQUE)