E is measurable then it's complement is also measurable

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first we need a definition of measurable set and one important theorem E is measurable iff this inequality hold
   • E is measurable set iff this inequali...  

E is measurable iff inequality holds

   • E is measurable set iff this inequali...  


Measurable set

   • Measurable set II HINDI II MEASURE TH...  

Outer measure is countably subaddtive

   • Propostion 3 :  Outer measure is coun...  


Outer measure
   • Outer measure ( for better understand...  

Example of Outermeasure

   • Example of Outer measure  

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complement of measurable set is measurable

ii) The complement of any measurable set is measurable. iii) The union of a countable collection of measurable sets is measurable. ... Definition: The collection M of Lebesgue measurable subsets of R is the smallest σ-algebra that contains all open intervals (a, b) ⊂ R.
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