Powerful Patterns 10: Another Set of Summation Fractions Considering the Number 9 & the Powers of 10

There are many numerical patterns to find in mathematics! The one on this Web page is about summation fractions that have the powers of 10 multiplied by 9 as the denominator! Also, 1 is the numerator in each one!

Whenever another zero is added to the denominator of the summation fraction to the left of the equal sign, another nine is added to the denominator of the fraction to the right of the equal sign! As we start at ten(10), there are no nines in the denominator on the right of the equal sign. But go up to the next power of 10 & a nine will be added to it as 1 of the digits! The number of zeroes will always be 1 greater than the number of nines!

(In other words, you would get infinity! (∞))

Speaking of patterns, maybe you already seen some other numerical math patterns that other mathematicians already discovered & published! (Besides me or you; any open-minded person can be a great mathematician, like me!)

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