Recent content by blackangus
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Metric Space and Lindelof Theorem
No we haven't learned about second countable yet, so I shouldn't be using that in my proof. Any other suggestions? Thank you!- blackangus
- Post #3
- Forum: Calculus and Beyond Homework Help
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Metric Space and Lindelof Theorem
Homework Statement Assume some metric space (K,d) obeys Lindelof, take (X,d) a metric subspace of (K,d) and show it too must obey Lindelof. The Attempt at a Solution I'm assuming since I know that (K,d) obeys Lindelof then there is some open cover that has a countable subcover say {Ji | i is a...- blackangus
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- Metric Metric space Space Theorem
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- Forum: Calculus and Beyond Homework Help