Input: The first line of the input consists of an integer numStudents, representing the number of students in the science competition(N). The next line consist of N space separated integers - studScore1, studScore2, studScoreN, representing the scores for all the participants. The next line consists of an integer- stateLevelCount, representing the count of students to be sent to the science competition at State Level (K). Output: Print K space separated integers representing the scores of the students who are selected for the science competition at State Level. Constraints: 1 <= numStudents <=103 1 <= studScore;<=103 1 <= i <= numStudents 1 <= stateLevelCount <= numStudents Note: Sequence of the selected scores of the students should be same as that of the actual scores(input). Example: Input: 89 14 5 10 50 2 Output: 89 50 Explanation: As the count of the students to be selected is 2. (K = 2), we have to select the 2 scores whose sum will be the greatest. Score 89 & 50 are the two scores who will make the maximum sum(139) So, the output is (89,50)
Input: The first line of the input consists of an integer numStudents, representing the number of students in the science competition(N). The next line consist of N space separated integers - studScore1, studScore2, studScoreN, representing the scores for all the participants. The next line consists of an integer- stateLevelCount, representing the count of students to be sent to the science competition at State Level (K). Output: Print K space separated integers representing the scores of the students who are selected for the science competition at State Level. Constraints: 1 <= numStudents <=103 1 <= studScore;<=103 1 <= i <= numStudents 1 <= stateLevelCount <= numStudents Note: Sequence of the selected scores of the students should be same as that of the actual scores(input). Example: Input: 89 14 5 10 50 2 Output: 89 50 Explanation: As the count of the students to be selected is 2. (K = 2), we have to select the 2 scores whose sum will be the greatest. Score 89 & 50 are the two scores who will make the maximum sum(139) So, the output is (89,50)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Transcribed Image Text:Input:
The first line of the input consists of an integer -
numStudents, representing the number of
students in the science competition(N).
The next line consist of N space separated
integers - studScore, studScore2, ...
studScoreN,
representing the scores for all the participants.
The next line consists of an integer-
stateLevelCount, representing the count of
students to be sent to the science competition at
State Level (K).
Output:
Print K space separated integers representing the
scores of the students who are selected for the
science competition at State Level.
Constraints:
1 <= numStudents <=103
1 <= studScore;<=103
1 <= i <= numStudents
1 <= stateLevelCount <= numStudents
Note:
Sequence of the selected scores of the students
should be same as that of the actual scores(input).
Example:
Input:
89 14 5 10 50
2
Output:
89 50
Explanation:
As the count of the students to be selected is 2.
(K = 2), we have to select the 2 scores whose sum
will be the greatest. Score 89 & 50 are the two
scores who will make the maximum sum(139)
So, the output is (89,50)
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