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is an=(6/5)^n an arithmetic or geometric sequence? *** the "n" by the a in a small n (not exponent)
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and why?
Arithmetic has a common difference (d) for each increase in n. It is a line. \[a _{n} = a _{0}+n*d\]
Geometric is an exponential function, each increase in n, will multiply the thing by some number, in this case (6/5)
ok i see, thank you!
here is a straight forward explanation ... http://www.differencebetween.com/difference-between-arithmetic-sequence-and-vs-geometric-sequence/
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thank you!
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