Question: If x_(n) are terms of the Fibonacci sequence, then what is the least value of n for which (x_(n+1))/(xn)=1.618 correct to 3 decimal places?

If x_(n) are terms of the Fibonacci sequence, then what is the least value of n for which (x_(n+1))/(xn)=1.618 correct to 3 decimal places?

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The ratio of consecutive terms in the Fibonacci sequence approaches the golden ratio which is a... View full answer

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