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Diketahui $f_7$ sama dengan $27$ dan $f_9$ sama dengan $98$ berapa fibonacci $f_8$

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Factor polynomials

Full solution

Q. Diketahui

f_7

sama dengan

27

dan

f_9

sama dengan

98

berapa fibonacci

f_8

Identify Fibonacci sequence: In the Fibonacci sequence, each number is the sum of the two preceding ones. So, $f_9 = f_8 + f_7$ .
Find $f_8$ equation: We know $f_7 = 27$ and $f_9 = 98$ . Let's find $f_8$ by rearranging the equation: $f_8 = f_9 - f_7$ .
Substitute known values: Substitute the known values: $f_8 = 98 - 27$ .
Perform subtraction: Perform the subtraction: $f_8 = 71$ .

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