Let S be a nonempty bounded above subset of R . prove that there is a sequence of elements of S that converges to sup S

Printable View

- October 30th 2009, 07:02 PMflower3sequence question !
Let S be a nonempty bounded above subset of R . prove that there is a sequence of elements of S that converges to sup S

- October 30th 2009, 08:20 PMproscientia
- October 31st 2009, 12:40 AMflower3
- October 31st 2009, 02:30 AMHallsofIvy
[PHP][/PHP]

**You**said "a sequence of elements of S". Did you mean "a sequence of subsets of S"? sup S is definitely a number. How does a sequence of sets converge to a number? I think**you**have misunderstood the question.