 # Determine whether the sequence is a​ Fibonacci-type sequence​(each term is the sum of the two preceding​ terms). If it​ is, determine the next two terms of the sequence. 1,12,13,25,38,63,?,? Gaige Haynes 2022-09-14 Answered
Determine whether the sequence is a​ Fibonacci-type sequence​(each term is the sum of the two preceding​ terms). If it​ is, determine the next two terms of the sequence. 1,12,13,25,38,63,?,?
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The given sequence is a Fibonacci type sequence.
In this sequence, each number is the sum of the previous two numbers.
$1,12,13,25,38,63\phantom{\rule{0ex}{0ex}}⇒1,12,\left(12+1\right),\left(12+23\right),\left(25+13\right),\left(38+25\right)$
So it is a Fibonacci sequence.
The meat two numbers of this sequence is

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