Question 1: Rank the IMO Participants International Mathematical Olympiad (IMO) is held each year since 1959. It is the oldest of the kind. Each team contains 6 members. The rank of a team is decided by the sum of the scores of all its 6 members. The rank of a participants is decided by his/her individual scores among all the participants. You are asked to develop a program to rank the teams and the participants. Some more detailed requirements: The score of a participant is an integer and in the range of [0, 50). 2D array is used to store a predefined data set. Ranking an array is different from sorting an array. Assume an array is {3, 4, 2}, the ranks of the elements in ascent order are {2,3,1}. If two elements are the same, they are ranked the same. The next rank after the duplicate elements should be added by 1. Assume an array is {3, 3, 4, 2}, the ranks are 2, 2, 4, 1}. Intensively use array and loop. No need to use any sorting algorithm. Print the results. You do not need to sort the results. Sample Testing Case: The raw data: P3 17 Team 1 Team 2 Team 3 P1 39 40 42 P2 40 41 4 0 27 26 42 42 The printed results: The ranking list: P1 P2 P3 P4 P5 P6 Team 1 39(11) 40 (8) 17(17) 35 (13) 42 (1) 6(18) Team 2 40 (8) 41 (6) 27 (15) 41 (6) 42 (1) 36(12) Team 3 42 (1) 40 (8) 26 (16) 42 (1) 42 (1) 35 (13) Total Rank 1793 227 1 227 1