Loading saved statistics and bookmark… You can read the question while this loads.
⏱ Time: 0:00
Question
The population of Boringville can be represented by 450p people where p represents some positive integer. Let A represent the number of people in Boringville that are under the age of 18, let B represent the number of people who are between 18 and 35, let C represent the number of people between 36 and 50, D represent the number of people between 51 and 65, E represent the number of people over 65. Given that the ratio of A:B:C is 1:3:7 and the ratio of C:D:E is 2:5:6, what is the minimum possible value for p that guarantees an integer number of people in each category, A,B,C,D, and E?