Mathematics
Mathematics, 22.05.2020 02:03, wdgyvwyv8729

For what values of x is [infinity] xn n! n = 0 convergent? none x < 0 x β‰₯ 0 for all x x ≀ 0 (b) What conclusion can be drawn about lim n β†’ [infinity] xn n! ? No conclusion can be drawn. lim n β†’ [infinity] xn/n! = 0 only for x < 0 lim n β†’ [infinity] xn/n! = [infinity] for all values of x lim n β†’ [infinity] xn/n! = 0 for all values of x lim n β†’ [infinity] xn/n! = 0 only for x > 0

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For what values of x is [infinity] xn n! n = 0 convergent? none x < 0 x β‰₯ 0 for all x x ≀ 0 (b) W...

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