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>> No.11437160 [View]
File: 6 KB, 823x88, geometric series.png [View same] [iqdb] [saucenao] [google]
11437160

Can someone give me hints on how to do this?
I know that I would eventually have to put the expression into -1<r<1
What I'm thinking of is:
1) Split (-1/7)^n and (x-8)^n to their own series and do them individually.
2) (-1/7)^n would just be geometric series
3) (x-8) would be plugged into -1<r<1
Is my 'plan' correct? I don't actually know if it's allowed to do (1)

>> No.11437157 [DELETED]  [View]
File: 6 KB, 823x88, geometric series.png [View same] [iqdb] [saucenao] [google]
11437157

Can someone give me hints on how to do this?
I know that I would eventually have to put the expression into an equality.
What I'm thinking of is:
1) Split (-1/7)^n and (x-8)^n to their own sequences and do them individually.
2) (-1/7)^n would just be geometric series
3) (x-8)^n would be plugged into the an inequality.
Is my 'plan' correct? I don't actually know if it's allowed to do (1)

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