**Can someone please help me?**. Determine whether each sequence is arithmetic, geometric, or neither and find the tenth term. a.) 23, 27, 31, 35, 39, … b.) -12, -5, 2, 9, 16, … c.) -5, 15, -45, 135, -405, …
ok so an arithmetic sequence is one that has constant difference between two terms a geometric sequence is one that has a constant number that is being multiplied to get the next number
thats kind of a weird explanation so ill give u an example: arithmetic: 1,3,5,7,9- add 2 geometric: 2,6,18,54- multiply by 3
Those weren't examples. They were the questions that needed to be answered. I should have maybe did it like this Determine whether each sequence is arithmetic, geometric, or neither and find the tenth term. 1.) 23, 27, 31, 35, 39, … 2.) -12, -5, 2, 9, 16, … 3.) -5, 15, -45, 135, -405, …
yea i know. If u want to understand the concept, u should understand the defintions. Im not gonna give u all the answers but with this, u should be able to figure it out
use the examples and my definitions
I don't want the answers... You said it was confusing so I was confused on what you said was confusing.
But I truly don't understand what to do or how to find this out.
ok, no, its simple. An arithmetic sequence is where you add by a constant number. A geometric sequence is where u multiply by a constant number. If neither is possible, then there is no sequence
make sense?
The first would would be arithmetic right?
yup, nice job
Second is neither? And the third would be geometric?
your right with the 3rd one, but the second one does have a sequence
The second one is arithmetic!
yup
nice, u got it!
Can you help me with another question? Please
ok sure
Ok, this is pretty easy if u search it up on the internet. By using a generic template, u can find out everything with just whats given. Do u have a scientific calculator? like a ti-84?
No. I don't :l
mm, i usually just solve it with that. Im not too good with this otherwise. Sorry :(
Is there anything I can do to solve this without one? I need to submit this tonight :{
You could try to do some internet searches for this but I cant help, sorry
Okay. Thanks again
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