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Σ(x-5)^n /n.5^n interval of convergence?
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Is this \[\sum \frac{(x-5)^n}{n(0.5)^2}\]
\[\sum_{∞}^{1} ( (x-5)^n) \div n \times5^n \]
that is a complicated series, but what I think is that the terms are increasing and therefore there is no solution. CORRECT ME IF I AM WRONG PLEASE!
you can check what I said, by just normally plugging in values for n, just plug ion 1, 2,3 and 4.
solution exists
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How can I figure this out with an x in it?
because it is a power function
it depends on the x, if x is 5 or more than there is no solution.
I am really not sure about this, tag me when you get it, OK?
ok
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I think you should plug in numbers. dw:1383085473630:dw|
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