HELP PLEASE
Is\[b_n = \frac{ 1 }{ n7^n }\]
That seems fine.
@agent0smith So would this be correct then?
Looks good to me.
@agent0smith Can you check if i answered these correctly?
Before I submit them. lol
@zepdrix
iiiii dunno. Yah those are prolly right. Go with that.
Lmaoo. Okie Thanks
#7 Was wrong. D: What would it be then?
@mathmate
https://www.wolframalpha.com/input/?i=sum+from+n%3D0+to+infinity+of+(-1)%5En%2F(9n%2B1)
Oh :O I guess there is some ... sort of test you can do :O
I *think* the alternating series makes 1/n convergent.
Ya that slipped my brain :O Doh!
Would it be absolute convergence or conditional convergence?
I don't remember much about conditionally convergent.
Eh Im unsure of which one it is xD
Dang... It was confitional. I got it wrong.
I googled it and it said "In mathematics, a series or integral is said to be conditionally convergent if it converges, but it does not converge absolutely." which is not helpful but: http://tutorial.math.lamar.edu/Classes/CalcII/AbsoluteConvergence.aspx So it'd be conditional cos the abs value won't converge.
Conditional*
Aw...Ok Thanks.
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