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Math · Advanced Math
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II. Attempt all of the problems in this section. Each problem is worth 6 points. 1. Show that the set A = {fe C[0, 1): f(z)2 x for all x E [0,1)) is closed in C[0, 1] with respect to doof.9) sup |)) 2. Let S be compact and f:S zelo,1] Si be continuous. Show that f(S) is compact.
Please solve (1) (2) . Give clear solution to understand. Thanks!
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