Karan has N items in his store (numbered 1 to N); And in i Each valid (1 <= | <= N). the weight of the i th object is Wi. As Chef is very sensitive to nature. Karan wants to arrange all the weights on one side and the weights on the other side. Karan can arrange two dependent items with the help of an exchange during a single operation. Karan needs the minimum working number required to set the All-Equal weight item on one side and the All-Odd Weights on the other. Karan cannot solve this problem so he asks you to solve it. Help Chef solve this problem using C++ Code. Input 1 3 187 Output 1

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
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Karan has N items in his store (numbered 1 to N); And in i Each valid (1 <= I <= N). the weight of the i
th object is Wi. As Chef is very sensitive to nature.
Karan wants to arrange all the weights on one side and the weights on the other side. Karan can
arrange two dependent items with the help of an exchange during a single operation. Karan needs
the minimum working number required to set the All-Equal weight item on one side and the All-Odd
Weights on the other. Karan cannot solve this problem so he asks you to solve it. Help Chef solve this
problem using C++ Code.
Input
1
3
187
Output
1
Transcribed Image Text:Karan has N items in his store (numbered 1 to N); And in i Each valid (1 <= I <= N). the weight of the i th object is Wi. As Chef is very sensitive to nature. Karan wants to arrange all the weights on one side and the weights on the other side. Karan can arrange two dependent items with the help of an exchange during a single operation. Karan needs the minimum working number required to set the All-Equal weight item on one side and the All-Odd Weights on the other. Karan cannot solve this problem so he asks you to solve it. Help Chef solve this problem using C++ Code. Input 1 3 187 Output 1
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