The $14^{t h}$ term in the febbonacci sequence is 377. Find the next term.

609

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610

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600

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616

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Solution

The correct option is B 610
We know that 15th term = $14^{t h} term \times$ the golden ratio.
$F 15 = 377 \times 1.618034$
$\approx 609.99 = 610$
Answer: The $15^{t h}$ term in the Fibonacci sequence is 610.

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In a sequence, defined as T_n+1=T_n+T_n-1,if the 12^th term is 144 and the 14^th term is 377. What is the 15^th term?

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