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If Arithmetic Sequences can behave similar to linear functions because they are repeatedly adding or subtracting, what function do you think Geometric Sequences relate to because they are repeatedly multiplying
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2 votes
If Arithmetic Sequences can behave

similar to linear functions because they
are repeatedly adding or subtracting,
what function do you think Geometric
Sequences relate to because they are
repeatedly multiplying or diving?

If Arithmetic Sequences can behave similar to linear functions because they are repeatedly-example-1
User Channell
by
8.2k points

1 Answer

5 votes

Answer: Exponential functions

User MrSpaar
by
8.1k points
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