Asked by sxxx123456
Let E(1,2) be the set of all numbers in (0,1) such that there decimal
>representation does not contain 1 and 2. Prove that E(1,2) is lebesgue
>measurable and find the lebesgue measure of E(1,2).
>representation does not contain 1 and 2. Prove that E(1,2) is lebesgue
>measurable and find the lebesgue measure of E(1,2).
Answers
Answered by
Writeacher
Math assistance needed here.
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Please type your <u>subject</u> in the <b>School Subject</b> box. Any other words are likely to delay responses from a teacher who knows that subject well.
Answered by
Damon
LOL - he did :)
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