Posted by **sara** on Tuesday, April 10, 2007 at 4:26pm.

Determine whether the following statement is true or fase. If true, provide a proof; if false, provide a counterexample.

If S is a bounded set of real numbers, and S contains sup(S) and inf(S), then S is a closed interval.

## Answer This Question

## Related Questions

- Math Check Pleas Thank You - 1. Which of the following numbers is an example of ...
- math - 1. Which of the following numbers is an example of an integer? a. -15 b. ...
- Math - 1. Which of the following is an example of an integer? (1 point) a.-15...
- Discreet Mathematical Structures - Use proof by contraposition to prove the ...
- math - Please check. (4xy^2)(3x^-4y^5) = 12x^-3y^7 (2x)^5 (3x)^2 = 288x^7 (-3x^2...
- math - (4xy^2)(3x^-4y^5) = 12x^-3y^7 (2x)^5 (3x)^2 = 288x^7 (-3x^2)^4 = 81x^8 ...
- Math Proof - Let S be a non-empty subset of the real numbers that is bounded ...
- calculus - Determine whether the statement is true or false. If it is true, ...
- Algebra II - In an induction proof of the statement 4+7+10+...+(3n-1)=n(3n+5)/2 ...
- Algebra - 1. Choose the correct solution in roster form. N is the set of natural...

More Related Questions