Homework Help: math

Posted by sxxx123456 on Thursday, January 15, 2009 at 5:23pm.

Let E(1,2) be the set of all numbers in (0,1) such that their 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).

No one has answered this question yet.

Answer this Question

Related Questions

math - Let E(1,2) be the set of all numbers in (0,1) such that there decimal ...
Lbesgue measure - Let E(1,2) be the set of all numbers in (0,1) such that their...
pls help :( - Let E(1,2) be the set of all numbers in (0,1) such that there ...
lebesgue measure - Let E(1,2) be the set of all numbers in (0,1) such that there...
math - Decimal numbers with digits both before and after the decimal point, such...
Math - The least upper bound of a set of real numbers in (0,1) whose decimal ...
Math Word Problem - Let A be the set containing all rational numbers that are ...
math proof - how can i prove that for any set of real numbers, there is at least...
math - The following numbers can be represented as 8-bit numbers in the binary ...
math - Rewrite the following using mathematical symbols: a. Q is equal to the ...

For Further Reading

First Name:
School Subject:
Answer: