Asked by Renee
F 25 = 75,025 and F 26 = 121,393 where Fn is the nth term in the Fibonacci sequence. Find F27.
Answers
Answered by
MathMate
Each term of the Fibonacci sequence is obtained by adding the two previous terms.
For example, in the initial sequence,
1,1,2,3,5,8,13....75025,121393,....
F1=1
F2=1
F3=F1+F2=1+1=2
F4=F2+F3=1+2=3
F5=F3+F4=2+3=5
...
F23=28657
F24=46368
F25=F23+F24=28657+46468=75025
F26=F24+F25=46368+75025=121393
F27=?
For example, in the initial sequence,
1,1,2,3,5,8,13....75025,121393,....
F1=1
F2=1
F3=F1+F2=1+1=2
F4=F2+F3=1+2=3
F5=F3+F4=2+3=5
...
F23=28657
F24=46368
F25=F23+F24=28657+46468=75025
F26=F24+F25=46368+75025=121393
F27=?
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