Given : The coordinate 'Xi' and the value 'Vi' for the 'ith' billboard along a highway. input will also provide minimum distance D that separates two billboards. There will be at most 50,000 billboards. Input: Consists of 3 lines : first line contains the integer D, second line - values - X1..Xn, third line - V1......Vn. Constraints: The ad campaign can use only two billboards xi, xj if |xj - xi >= D Output: Should contain two lines: First line: containing the maximum viewership that can be achieved, Second Line: all of the billboards in sorted descending order by 'x' coordinate. Sample Input: 0349 11 15 20 23 28 33 8429 9142 2732 5217 1587 9613 7510 3414 9006 4584 Sample Output: 45072 10 9 76 4 2

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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Given : The coordinate 'Xi' and the value 'Vi' for the 'ith'
billboard along a highway. input will also provide minimum
distance D that separates two billboards. There will be at
most 50,000 billboards.
Input: Consists of 3 lines : first line contains the integer D,
second line - values - X1.Xn, third line - V1..Vn.
Constraints: The ad campaign can use only two billboards
xi, xj if |xj - xi| >= D
Output: Should contain two lines:
First line: containing the maximum viewership that can be
achieved,
Second Line: all of the billboards in sorted descending
order by 'x' coordinate.
Sample Input:
0349 11 15 20 23 28 33
8429 9142 2732 5217 1587 9613 7510 3414 9006 4584
Sample Output:
45072
10 976 42
Transcribed Image Text:Given : The coordinate 'Xi' and the value 'Vi' for the 'ith' billboard along a highway. input will also provide minimum distance D that separates two billboards. There will be at most 50,000 billboards. Input: Consists of 3 lines : first line contains the integer D, second line - values - X1.Xn, third line - V1..Vn. Constraints: The ad campaign can use only two billboards xi, xj if |xj - xi| >= D Output: Should contain two lines: First line: containing the maximum viewership that can be achieved, Second Line: all of the billboards in sorted descending order by 'x' coordinate. Sample Input: 0349 11 15 20 23 28 33 8429 9142 2732 5217 1587 9613 7510 3414 9006 4584 Sample Output: 45072 10 976 42
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