Question: 1.* 6. If all > 0, limn--+oo all exists > finite or infinite, and limn--+oo (an+ 1/ an) = 1, then the set of

1.* 6. If all > 0, limn--+oo all exists >

° finite or infinite, and limn--+oo (an+ 1/ an)

= 1, then the set of convergence of {an -1 2:j=l Yj } is invariant. If an ~ +00, the upper and lower limits of this sequence are invariant r.v.'s.

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