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7 2 Transformations Of Exponential Functions Math 30 from slidetodoc.com
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A = {f ∈ C(0,1) x2 ≤ ef(x) sin(f(x)) ≤ x ∀ x ∈ 0,1} is a closed and bounded subset of C(0,1) (1 p) Exercise 3 Describe a subspace X ⊂ R2 which is connected, whose closure (in R2) is compact, but with the property that X is not locally compact (1 p) Exercise 4 Let G = (0,∞) be the group of strictly positive reals.
A = {f ∈ C(0,1) x2 ≤ ef(x) sin(f(x)) ≤ x ∀ x ∈ 0,1} is a closed and bounded subset of C(0,1) (1 p) Exercise 3 Describe a subspace X ⊂ R2 which is connected, whose closure (in R2) is compact, but with the property that X is not locally compact (1 p) Exercise 4 Let G = (0,∞) be the group of strictly positive reals. ʃ C _ X g _ C W F X g 11 b ` b b 21 b ` 30 b b 31 b ` 40 b 41 b ` 50 b b 51 b ` 60 b b 61 b ` 70 b 71 b ` 80 b b 81 b ` 90 b b 91 b ` 98 b @ 1 b @ u w偒j v @ f F1971 N4 3 @ F 5 A ֓ 81. Time period ~700 to present Descendants • × • X̧ Sisters Х 𐍇 Ⴕ ქ Ⴟ ჯ Variations (Other;. G L } ` i c , ܂ Â , C x g , f w d q ̃n ~ O x v f X ̃I t B Xen ̃z W ł.
