Posted by **raja harishchandra** on Wednesday, June 5, 2013 at 2:11am.

The integers from 1 through 10 (inclusive) are divided into three groups, each containing at least one number. These groups satisfy the additional property that if x is in a group and 2x≤10, then 2x is in the same group. How many different ways are there to create the groups

- math -
**Oh please**, Thursday, June 6, 2013 at 2:39am
hmmm

## Answer This Question

## Related Questions

- math - The integers from 1 through 10 (inclusive) are divided into three groups...
- math - The integers from 1 through 10 (inclusive) are divided into three groups...
- heeeeeeeeeeeeelp math - The integers from 1 through 10 (inclusive) are divided ...
- heeeeeeeeeeelp math - The integers from 1 through 10 (inclusive) are divided ...
- pls heeeeelp math - The integers from 1 through 10 (inclusive) are divided into ...
- maths - The integers from 1 through 10 (inclusive) are divided into three groups...
- statistics - The outcome of a standardized test is an integer between 151 and ...
- Math - An orange grower has 96 orange trees to plant in her grove. She wants to ...
- Discrete Math - Is this correct? • Using the Principle of Inclusion-Exclusion, ...
- Biology - 1. A medical scientist is designing an experiment to test the results ...

More Related Questions