Posted by **Adolfo/Kristi** on Thursday, November 4, 2010 at 10:27am.

How should two nonnegative numbers be chosen so that their sum is 1 and the sum of their squares is as large as possible? As small as possible?

## Answer this Question

## Related Questions

- 12th Calculus - the sum of two nonnegative numbers is 20. find the number if a. ...
- finding numbers - The sum of two positive numbers is 20. Find the numbers if the...
- Math - Express the number 25 as a sum of two nonnegative numbers whose product ...
- Algebra - Is it possible to factor a sum of two squares by using real numbers?
- math - Two non-negative numbers are chosen such that their sum is 30. Find the ...
- Calculus - Find the sum of two numbers whose sum is 70 and whose product is as ...
- math - Consider an equilateral triangle with points located at each vertex and ...
- Number Sentence - In a 4-digit number, the two greatest place-value digits are 2...
- Pre-Calculus - If the sum of two numbers is 1 and the sum of the cubes of the ...
- Integers - Suppose a1, a2, . . . , an is a list of n numbers with the following ...