SOLUTION: If one takes the values outputted by the function x^x when given whole numbers and makes a ratio of them, akin to what is done with consecutive numbers of the fibonnanci series to

SOLUTION: If one takes the values outputted by the function x^x when given whole numbers and makes a ratio of them, akin to what is done with consecutive numbers of the fibonnanci series to

Algebra.Com

Question 723697: If one takes the values outputted by the function x^x when given whole numbers and makes a ratio of them, akin to what is done with consecutive numbers of the fibonnanci series to find the golden ratio, is a similar ratio reached, or does it just approach closer and closer to 0? If such a ratio exists, what would the value be to the nearest millionth?
Answer by lynnlo(4176) (Show Source): You can put this solution on YOUR website!

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