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What are the recursive and explicit formulas for the following sequence? Year 0: 10 Year 1: 30 Year 2: 90 Year 3: 270 Year 4: 810 Year 5: 2430
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well the 1st term is 10 and then you multiply each term by 3 this is a geometric series a term can be found by using \[a_{n} = a \times r^{n -1}\] you know a the 1st term is 10 and the know the terms are multiplied by 3 so you can substituet these values to get the formula where n >= 1 the alternative formula is \[a _{n + 1} = 3 \times a_{n} \] again n > = 1
Thanks :D
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