19/7: Difference between revisions
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4th Euler's number approximant}} | 4th Euler's number approximant}} | ||
19/7 is a [[19-limit]] interval, an octave above [[19/14]]. It is a [[taxicab-2]] interval. It is a convergent in the continued fraction of Euler's number. The next best approximation is 87/32. | 19/7 is a [[19-limit]] interval, an octave above [[19/14]]. It is a [[taxicab-2]] interval. It is also a convergent in the continued fraction of Euler's number. The next best approximation is [[87/32]]. | ||
[[Category:Taxicab-2 intervals]] | [[Category:Taxicab-2 intervals]] | ||
Latest revision as of 18:54, 1 November 2025
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4th Euler's number approximant
19/7 is a 19-limit interval, an octave above 19/14. It is a taxicab-2 interval. It is also a convergent in the continued fraction of Euler's number. The next best approximation is 87/32.