Write a method named ByAge that accepts three parameters:
1) a dictionary where each key is a person's name (a string) and the associated value is that person's age (an integer);
2) an integer for a minimum age; and
3) an integer for a max age.
Your method should return a new dictionary with information about people with ages between the min and max, inclusive.
In your result dictionary, each key is an integer age, and the value for that key is a string with the names of all people at that age, separated by "and" if there is more than one person of that age.
The order of names for a given age should be in alphabetical order, such as "Bob and Carl" rather than "Carl and Bob".
(This is the order in which they naturally occur in the parameter dictionary.)
Include only ages between the min and max inclusive, where there is at least one person of that age in the parameter dictionary.
If the dictionary passed is empty, or if there are no people in the dictionary between the min/max ages, return an empty dictionary.
For example, if a dictionary named ages stores the following key:value pairs:
{{"Allison", 18}, {"Benson", 48}, {"David", 20}, {"Erik", 20}, {"Galen", 15}, {"Grace, 25},
{"Helene", 40}, {"Janette", 18}, {"Jessica", 35}, {"Marty", 35}, {"Paul", 28}, {"Sara", 15},
{"Stuart", 98}, {"Tyler", 6}, {"Zack", 20}}
The call of ByAge(ages, 16, 25) should return the following dictionary:
{{18, "Allison and Janette"}, {20, "David and Erik and Zack"}, {25, "Grace"}}
For the same dictionary, the call of ByAge(ages, 20, 40) should return the following dictionary:
{{20, "David and Erik and Zack"}, {25, "Grace"}, {28, "Paul"}, {35, "Jessica and Marty"}, {40, "Helene"}}
Constraints:
Obey the following restrictions in your solution.
- You will need to construct a dictionary to store your results, but you may not use any other structures (arrays, lists, etc.) as auxiliary storage. (You can have as many simple variables as you like.)
- You should not modify the contents of the dictionary passed to your method.
Declare your method in such a way that any caller can be sure that this will not happen.
- Your solution should run in no worse than O(N log N) time, where N is the number of pairs in the dictionary.
