2.21let E, and E2 be two measurblesets. Then(1) The difference E₁ \ Ez is measurble-(ii) The symmetric difference E₁ DEzis measurble.In addition.(iii) if £₂ CE₁ and EE₁\£₂. Then M₁E) = M (E₁1)-MTE3)proof.

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Answered: 2.21 let E, and E2 be two measurble…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

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2.21 let E, and E2 be two measurble sets. Then (1) The difference E₁ E2 is measurble. (ii) The symmetric difference E₁ DEzis measurble- In addition. (iii) if E₂ CE₁ and E.E₁ \ E₂. Then M(E) = M (E₁)-MTE) proof.