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n:n+1 which can also be n-1:n whose reciprocals would be n:n-1 and n+1:n, are equations & or formulas which involve consecutive number ratios. The rule of n in these equations is the same as x in formal algebra but it uses a different letter which changes the outcome in concern to convergences. This is because there is a different correlation in concern to the letters of words because it has to do with the first letter of the word which has a sequencial number (like how it is with acronyms). In this case they are in relation to the English language where n=number (this also involves alphanumerical code where n=14). This can be done with any language, any alphabet or with any alphanumerical conversion. There are unquantifiable variations for these types of formulas or ratios (such as n:n×3) where either N or n (determining) is using any whole number but can also be representing a fraction or a decimal. These are also unquantifiable in the number of combinations and variations.
