saurabhsaharan
August 30th, 2002, 04:27 AM
The Golden Age Retirement Home has a remarkable group of five women--one is named Louise-who are more than 90 years of age. No two are the same age, and none has reached 100 (all ages are considered to be in whole numbers). With the aid of the following clues, you should be able to decide the full name and age of each.
1. Jenny's age is halfway between Mrs. Bowen's and Mrs. Jones's.
2. Sarah is older than Mrs. Jones, but younger than Jenny.
3. All the women's ages are in even numbers, except Mrs. Wall's.
4. Susan is neither the oldest nor the youngest.
5. Mrs. King is as much older than Anna as Mrs. Walker is older than Mrs. King.
1. Jenny's age is halfway between Mrs. Bowen's and Mrs. Jones's.
2. Sarah is older than Mrs. Jones, but younger than Jenny.
3. All the women's ages are in even numbers, except Mrs. Wall's.
4. Susan is neither the oldest nor the youngest.
5. Mrs. King is as much older than Anna as Mrs. Walker is older than Mrs. King.