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How do I determine if the following is arithmetic sequence? tn=8-2n
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ok so tell me what to do
looool okaayy
All arithmetic series are of the form \[T_n=a_0 +(n-1)*d\]here d is the common difference and a_0 is the first term, see if you can make the expression fit this general form.
but how do i do that from tn=8-2n
A more analytic approach is: Put n=0, find Tn. Then n=1 and find Tn, repeat till n= 5. Now inspect the sequence obtained. It starts from 8 and successively decreases by a constant difference of 2. Is it a arithmetic sequence?
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okay I got it ! Thank you so much :)
You are welcome :)
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