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C++ Code You are given a power sequence of N number k; let us show i-th of this power by kªi. You have to split this series into two empty followers; each part of the original sequence should appear in one of the following. Additionally, the product (total left sequence items) and (number of right sequence elements) should be the maximum possible. Find the smallest area where you have to divide this sequence in such a way that the product grows. Input 1 52 11335 Output 4

C++ Code You are given a power sequence of N number k; let us show i-th of this power by kªi. You have to split this series into two empty followers; each part of the original sequence should appear in one of the following. Additionally, the product (total left sequence items) and (number of right sequence elements) should be the maximum possible. Find the smallest area where you have to divide this sequence in such a way that the product grows. Input 1 52 11335 Output 4

Computer Networking: A Top-Down Approach (7th Edition)
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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C++ Code You are given a power sequence of N number k; let us show i-th of this power by kªi. You have to split this series into two empty followers; each part of the original sequence should appear in one of the following. Additionally, the product (total left sequence items) and (number of right sequence elements) should be the maximum possible. Find the smallest area where you have to divide this sequence in such a way that the product grows. Input 1 52 11335 Output 4
Transcribed Image Text:C++ Code You are given a power sequence of N number k; let us show i-th of this power by kªi. You have to split this series into two empty followers; each part of the original sequence should appear in one of the following. Additionally, the product (total left sequence items) and (number of right sequence elements) should be the maximum possible. Find the smallest area where you have to divide this sequence in such a way that the product grows. Input 1 52 11335 Output 4
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