Posted by **sxxx123456** on Thursday, January 15, 2009 at 3:51pm.

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).

## Answer This Question

## Related Questions

- lebesgue measure - Let E(1,2) be the set of all numbers in (0,1) such that there...
- math - Let E(1,2) be the set of all numbers in (0,1) such that their decimal ...
- math - Let E(1,2) be the set of all numbers in (0,1) such that there decimal ...
- pls help :( - Let E(1,2) be the set of all numbers in (0,1) such that there ...
- health - How do you make mini-goals measurable? A. Find as many different ways ...
- Math - In triangle ABC, the measure of C is twice the measure of A, and the ...
- algebra 101 - If The sum of the measures of two complementary angles is 90° and ...
- math - Let S be the set of all measurable functions on [0,1]. Then the set O of ...
- geometry - find the measure of an anGle if five times the measure of its ...
- Geometry - Given: in triangle ABC, angle B= 120 degrees Prove: angle A does not...

More Related Questions