7- In R with the usual metric, R+ has only one lower bound. 8- Let X, Y are metric spaces and f X → Y .If for any A C X, f(A) C f(A) then f is continuous. 9- For any closed set A in a metric space, A...

None7- In R with the usual metric, R+ has only one lower bound.<br>8- Let X, Y are metric spaces and f X → Y .If for any A C X,<br>f(A) C f(A) then f is continuous.<br>9- For any closed set A in a metric space, A = A.<br>10- In any complete metric space, every Caushy sequence is convergent.<br>

Extracted text: 7- In R with the usual metric, R+ has only one lower bound. 8- Let X, Y are metric spaces and f X → Y .If for any A C X, f(A) C f(A) then f is continuous. 9- For any closed set A in a metric space, A = A. 10- In any complete metric space, every Caushy sequence is convergent.

Jun 03, 2022
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