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If a man walks in the woods for love of them half of each day, he is in danger of being regarded as a loafer. But if he spends his days as a speculator, shearing off those woods and making the earth bald before her time, he is deemed an industrious and enterprising citizen.
Henry David Thoreau

Fool's Niche

Future value, single payment, compounded
 

No-nonsense BMI calculator
 

Time-dependent functions

 

Gocha Sutra Inspirational Quote

 

Experiment in music generation
 

Coin flip odds given 10 flips
 

Random Matrix


 

e = 2.71828182845904523536028747135266249775724709369995 ... and on ...


 

e is defined as being the sum as n goes to infinity of 1/n! — which works out fine when programmed as an iterative sum in a loop with increments n from 1 to a finite relatively small integer, say 20.

Results are less well defined when it comes to programming the formula, ( 1 + 1/n ) ^ n
where, theoretically, the larger the integer n, the more accurate the result. In this instance the result of 1 + 1/n is raised to the power of n instead of using a sum.
 

For e = 1 + 1/n!



 

For e = ( 1 + ( 1/n ) ) ^ n




 


 

 

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