if f is any closed Set of X Such that D≤f then F=X 3 if Bx is a base of x Space, then UnD $ $U&

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section9.4: Linear Programming
Problem 7E
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theoremo Let (XT) be topological space and het DEX then
the following statements are equivalent
Dis a dense Setin x
if f is any closed Set of X Such that D≤f then F=X
3
if Bx is a base of x Space, then UND + $$UB
D² = Q
H-W// Suppose and Proof 4 Without &
[2] through Point 131
then suppose [77 and Proof
I
De_ext (D)
exterior -C
Transcribed Image Text:theoremo Let (XT) be topological space and het DEX then the following statements are equivalent Dis a dense Setin x if f is any closed Set of X Such that D≤f then F=X 3 if Bx is a base of x Space, then UND + $$UB D² = Q H-W// Suppose and Proof 4 Without & [2] through Point 131 then suppose [77 and Proof I De_ext (D) exterior -C
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