Need some assistance with measures for real analysis and Borrel sigma algebras. Thanks so much for explaining. 22CHAPTER 3. MEASURESExercise 3.9 Suppose X is the set of real numbers, B is the Borel0-algebra, and m and n are two measures on (X,B) such thatm((a, b)) = n((a, b)) < ∞ whenever -0 < a < b < oo. Prove thatm(A) = n(A) whenever A E B.< a

Given X=ℝ, the set of all real numbers. The a Borel σ-algebra, B, is a σ-algebra generated by…

Answered: Exercise 3.9 Suppose X is the set of…

Advanced Engineering Mathematics

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ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

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Exercise 3.9 Suppose X is the set of real numbers, B is the Borel 0-algebra, and m and n are two measures on (X,B) such that m((a, b)) = n((a, b)) < ∞ whenever -o < a