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Decide whether the formula an = –4n(n – 1) is explicit or recursive. Then find the first five terms of the sequence.
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this 1 is hard ...i'm confused and p.s i did read the chapter
This is a recursive formula because it depends on finding the previous terms to find the value of \(a_{n}\). Although, you can convert it into an explicit formula by simplifying.
ok @ParthKohli how do you find the next five terms in the sequence??
What is \(a_{n + 1}\)?
the formula for writing a recursive formula
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\(\Large \color{midnightblue}{\rightarrow a_{n} = a_{1} + (n - 1)d }\) d is the common difference.
-4n is the difference in the case.
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