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Monday, August 8, 2016

Any given number can turn to a constant 9

 Any given number can turn to a constant 9

How to turn any number into single digit number 9. Excel file of calculation :
https://drive.google.com/file/d/0B03s-v1XHNIyOVA1QVFvMUVVc2s/view?usp=sharing
Any given number can be turned to single digit constant 9.
3Rules to Number 9:  Any given number(n) other than 0  can be turned to single digit number 9
1) Sort to Lowest or Lower Value(SLV), then deduct from Given Number(GN)  or RN to obtain Result Number(RN), if  GN is greater than the SLV. eg: n = 6174, SLV = 1467 ie. n-slv
2) Sort to Highest or Higher Value(SHV) , then deduct the SLV from SHV , If the GN or RN and SLV are Equal and obtain RN  eg: slv = 1467 , shv = 7641 shv-slv
3) Add the same number to the GN or RN, if all elements of number is same or single digit number and obtain RN eg: 111 (111+111) and obtain the RN
Repeat the steps applying above rules using RN will convert any  GN to 9
***If Given Number is negative then deduct the sort to highest value in rule 2
Eg: 6174, 9 and 1 are below:
StepsNumberInputLowest to HighestHighest to LowestResultRule
161746174146776414707GGR
26174470747777404230GGR
36174423023443203996GGR
46174399636999963297GGR
5617429727997218GGR
6617418188163HTL
7617463366327GGR
8617427277245HTL
961744545549HTL

StepsNumberInputLowest to HighestHighest to LowestResultRule
1999918EQL
2918188163HTL
3963366327GGR
4927277245HTL
594545549HTL

StepsNumberInputLowest to HighestHighest to LowestResultRule
111112EQL
212224EQL
314448EQL
4188816EQL
5116166145HTL
614545549HTL

Division by 0 is clearly defined as per the rule of
1) Repetitive deduction with remainder addition back as First Step Rule
2) Rule of Multiplication inverse'  (Error /1)

Any number n/0 = n  or 0;  0/0 = 0  or 1

1) First Step
Eg: 6/2 = 3 , (2 x 3)+0= 6  ;  6/0 = (0 x 1)+6 = 6 ; 7/2 = 3+(1/2), (2 x 3)+1 ; 0/0 = 0 , (0 x 1)+0 =0

Steps 6/26Steps 6/06Steps 7/27Steps 0/00
1-21-01-21-0
4650
2-22-2
23
3-23-2
01

2) Multiplication in verse (Error by 1).
Eg: 1/0 = '0/1 x 1/0 = 0/1 x Error = 0/1 x (Error x 1/1) = 0 x (Error/1) = 0
Logical conclusion : We have group of person representing number n and who don't want be  arranged in group (0 Divisions)so the value of number n remain as same. However division by zero is neither Error nor Undefined.
(01 x 09 = 09 = (01+01+01+01+01+01+01+01+01) - (09 x 01)=0, means from 09   nine (9) times 1 can deduct.
or nine(9) times 0 can deduct or nine(9) times 01 can deduct. Hence n/0 = n).
Constant9: 9 (Constant)
How to turn any number into single digit number 9. Excel file of calculation :


https://drive.google.com/file/d/0B03s-v1XHNIyOVA1QVFvMUVVc2s/view?usp=sharing

Any given number can be turned to single digit constant 9.
                                                                 
3Rules to Number 9:  Any given number(n) other than 0  can be turned to single digit number 9                                                                                           
1) Sort to Lowest or Lower Value(SLV), then deduct from Given Number(GN)  or RN to obtain Result Number(RN), if  GN is greater than the SLV. eg: n = 6174, SLV = 1467 ie. n-slv                                                                                  
2) Sort to Highest or Higher Value(SHV) , then deduct the SLV from SHV , If the GN or RN and SLV are Equal and obtain RN  eg: slv = 1467 , shv = 7641 shv-slv                                                                                             
3) Add the same number to the GN or RN, if all elements of number is same or single digit number and obtain RN eg: 111 (111+111) and obtain the RN                                                                                                                                                                     
Repeat the steps applying above rules using RN will convert any  GN to 9

***If Given Number is negative then deduct the sort to highest value in rule 2
Eg: 6174, 9 and 1 are below:                                                                             
Steps
Number
Input
Lowest to Highest
Highest to Lowest
Result
Rule
1
6174
6174
1467
7641
4707
GGR
2
6174
4707
477
7740
4230
GGR
3
6174
4230
234
4320
3996
GGR
4
6174
3996
3699
9963
297
GGR
5
6174
297
279
972
18
GGR
6
6174
18
18
81
63
HTL
7
6174
63
36
63
27
GGR
8
6174
27
27
72
45
HTL
9
6174
45
45
54
9
HTL
               
Steps
Number
Input
Lowest to Highest
Highest to Lowest
Result
Rule
1
9
9
9
9
18
EQL
2
9
18
18
81
63
HTL
3
9
63
36
63
27
GGR
4
9
27
27
72
45
HTL
5
9
45
45
54
9
HTL
               
Steps
Number
Input
Lowest to Highest
Highest to Lowest
Result
Rule
1
1
1
1
1
2
EQL
2
1
2
2
2
4
EQL
3
1
4
4
4
8
EQL
4
1
8
8
8
16
EQL
5
1
16
16
61
45
HTL
6
1
45
45
54
9
HTL
               
 Division by 0 is clearly defined as per the rule of                                                                                                              
1) Repetitive deduction with remainder addition back as First Step Rule                                                                                                
2) Rule of Multiplication inverse'  (Error /1)
                                                                                                           
 Any number n/0 = n  or 0;  0/0 = 0  or 1                                                                                                         
                                                                                                                                                                                                               
1) First Step                                                                                                       
Eg: 6/2 = 3 , (2 x 3)+0= 6  ;  6/0 = (0 x 1)+6 = 6 ; 7/2 = 3+(1/2), (2 x 3)+1 ; 0/0 = 0 , (0 x 1)+0 =0          
                                                                                               
Steps 6/2
6
Steps 6/0
6
Steps 7/2
7
Steps 0/0
0
1
-2
1
-0
1
-2
1
-0
4
6
5
0
2
-2
2
-2
2
3
3
-2
3
-2
0
1
               
2) Multiplication in verse (Error by 1).                                                                                                    
Eg: 1/0 = '0/1 x 1/0 = 0/1 x Error = 0/1 x (Error x 1/1) = 0 x (Error/1) = 0                                    
Logical conclusion : We have group of person representing number n and who don't want be  arranged in group (0 Divisions)so the value of number n remain as same. However division by zero is neither Error nor Undefined.                                                                                                    

(01 x 09 = 09 = (01+01+01+01+01+01+01+01+01) - (09 x 01)=0, means from 09   nine (9) times 1 can deduct.


 or nine(9) times 0 can deduct or nine(9) times 01 can deduct. Hence n/0 = n).