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find convergent sequence in (0,1) that dosnot converge to a point in (0,1]
give example
Xn is bounded sequence and Yn is convergent sequence but XnYn doesnot converge
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For the first one, I'm not sure such a sequence exists.
The second one is easy enough though.
One example would be Xn = (-1)^n, Yn = 1.
Why did the vector cross the road?
It wanted to be normal.
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