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What are twelve nines?
108
How many 9s are there from 1 to 100?
There are exactly 20 Nines. 9,19,29,39,49,59,69,79,89,90,91,92,93,94,95,96,97,98 which totals 18 and the last number 99 has 2 nines and therefore 20 nines in total.
How can you use five nines to equal five?
It could be: 5*90 = 5
How do you arrange 6 nines to equal 100?
(9*9)+9+9+(9/9) = 100
How do you write seventy three using four nines?
73 = |- (sqrt(9!))/9 -| + 9 - sqrt 9 [ceiling]= |_ sqrt sqrt sqrt sqrt sqrt sqrt sqrt 139! _|{the rounded-down 128th-root of 139!; since we can make 139 with fournines, this gives us another way to make 73 with four nines}Another option that you may find is simpler:Noting that 9 to the power zero equals 1, then:73 = (9 x 9) - 9 + 9 0= 81 - 9 + 1 = 73
How many threes and nines are in firs million digits of pi?
About 100,000 of each.
How many 3 and 9 are in the first million digits of pi?
Not counting the 3 in the ones place, there are 100229 threes and 100106 nines.
Kim wants to cut out the digits to write all the whole numbers from 1 to a million inclusively how many of each of the ten digits will Kim need to do this?
Zeros: 488,895 Ones: 600,001 Twos, Threes, Fours, Fives, Sixes, Sevens, Eights, Nines: . . . . . . 600,000 each Total: 5,888,896 digits. Start cutting, Kim !
How can you express the number 100 using six nines and no other digits?
9x9+9+9+9/9
How many nines are in the first million integers?
Very interesting !If you write the counting numbers from 1 to 1,000,000,you'll write the digit '9' exactly 600,000times.
How many strings of four decimal digit have exactly three digit that are nine?
The number of strings of four decimal digits that have exactly three digits which are nine is the number of ways to choose three places to choose the nines multiplied by the number of possibilities for the other digits (because you can put all of the possibilities in an array so that each column has a different way of arranging the nines and that each row has a different set of other digits (because they do not affect each other)). The number of ways to choose the three places to choose the nines is the same as the number of ways of choosing 4-3=1 spot for there not to be a nine. The number of ways of choosing 1 spot where there are 4 spots is 4 (the first, the second, the third, or the fourth). Since there are 9 digits that are not nine, the number of choices for the other digits is 9 (since there is only one digit). Thus, there are 4*9=36 strings of four decimal digits that have exactly three digits which are nine.
What are the factors of 180 that would add up to 36?
30 and 6 18 and 18 four nines six sixes nine fours twelve threes eighteen twos thirty-six ones
What did the nines receive at their ceremony?
The nines received their memory wiped as a part of their final ceremony.
How do you change 0.363636363636 into a fraction?
If that is a terminating decimalthen put the digits after the decimal point over 1 followed by the same number of zeros as digits after the decimal point and simplify:0.363636363636 has 12 digits, so put over 1 followed by 12 zeros:0.363636363636 = 363636363636/1000000000000= 90909090909/250000000000If that is a repeating decimal (as in 0.363636...)then put the repeating digits over the same number of nines and simplify: 0.363636... has 2 repeating digits (36), so put them over 2 nines (99):0.363636... = 36/99= 4/11
What did nines receive at their ceremony in the giver?
They receive their first Bicycle.
What is the number between 14 and 15?
There are infinitely many numbers between 14 and 15. Just type "14." then continue typing any arbitrary digits (except all zeroes, or all nines), and you have a number between 14 and 15.There are infinitely many numbers between 14 and 15. Just type "14." then continue typing any arbitrary digits (except all zeroes, or all nines), and you have a number between 14 and 15.There are infinitely many numbers between 14 and 15. Just type "14." then continue typing any arbitrary digits (except all zeroes, or all nines), and you have a number between 14 and 15.There are infinitely many numbers between 14 and 15. Just type "14." then continue typing any arbitrary digits (except all zeroes, or all nines), and you have a number between 14 and 15.
What is the lagest odd number that can be formed using all odd digits?
The answer is infinite. There is no collection of nines so large that you can't add another nine to it.
