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Some numerically unique features of the number 9are:(note symbol [~] for metathesis or "putting together") In Addition: # 1 + 9= 10~1+0=1 # 2 + 9= 11~1+1=2 # 3 + 9= 12~1+2=3 # 4 + 9= 13~1+3=4 # 5 + 9= 14~1+4=5 # 6 + 9= 15~1+5=6 # 7 + 9= 16~1+6=7 # 8 + 9= 17~1+7=8 # 9 + 9= 18~1+8=9 The metathesis of whatever is added to 9 will always equal the metathesis of the sum. eg. 21 x 32=672~6, 672 + 9=681~6 This is also true of multiples of 9. eg. 2 + 27= 29~11~2 In Multiplication: # 01 x 9= 09~9 # 02 x 9= 18~9 # 03 x 9= 27~9 # 04 x 9= 36~9 # 05 x 9= 45~9 # 06 x 9= 54~9 # 07 x 9= 63~9 # 08 x 9= 72~9 # 09 x 9= 81~9 # 10 x 9= 90~9 Whatever 9 multiplies will result in a sum whose metathesis is 9. eg. 88 x 9 = 792~18~9 This is also true of multiples of 9. eg. 6 x 63= 378~18~9 In Subtraction: The same unique features accompany 9 if the sum is not a negative number. eg.[1~]10 - 9= 1, [2~]11- 9= 2, [3~]12 - 9= 3, etc. In Division: Except for whole multiples of 9, whenever a number is divided by 9, its metathesis repeats to an infinite number of decimal places. # 01 / 9= 0.111111r # 02 / 9= 0.222222r # 03 / 9= 0.333333r # 04 / 9= 0.444444r # 05 / 9= 0.555555r # 06 / 9= 0.666666r # 07 / 9= 0.777777r # 08 / 9= 0.888888r # 09 / 9= 1. # 10 / 9= 1.111111r # 11 / 9= 1.222222r # 12 / 9= 1.333333r # 13 / 9= 1.444444r # 14 / 9= 1.555555r # 15 / 9= 1.666666r # 16 / 9= 1.777777r # 17 / 9= 1.888888r # 18 / 9= 2.
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What is your unique identifier ie number or Taleo password?
Taleo passwords and unique identifiers and i.e. numbers are unique for each individual user. This type of information is only available for the unique user.
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If a number An consisting of n consecutive digits in ascending order is subtracted from the number An' obtained by reversing the digits of An, then the difference is always a constant. This constant is termed as the 'Unique number' Un as reported by me earlier in. For example, a 3-digit number 345 if subtracted from its reverse 543, yields a difference of 198. Thus U3 = 198. Another 3-digit number, say, 678 if subtracted from its reverse 876 will also yield the same difference, that is, 198. Thus for any number consisting of 3 consecutive digits, the Unique number U3 is always 198. Similarly for a number consisting of 4 consecutive digits, the Unique number U4 = 3087.
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A very unique number; it is divisible by each single digit number except 5 and 7.
What number is unique?
0 It's the only number when added/subtracted/multiplied/divided by itself doesn't change in value.
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unique festures of sociology
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