Given the total number N. Think of the infinite sequence N, 2N, 3N, . Find the first number in this sequence that can be represented as Q3, where Q is the perfect integer. The required number can be very large, please print the module (10° + 7). Number N will be assigned to you as a Q product of whole numbers N P1, P2, .., PN, į̟e. N= P1 * P2 * ... * PN. Develop a python program that output a single line containing the first term of the sequence which is the perfect cube.

Computer Networking: A Top-Down Approach (7th Edition)
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ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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Given the total number N. Think of the infinite sequence N, 2N, 3N, ..Find the first number
in this sequence that can be represented as Q3, where Q is the perfect integer. The required
number can be very large, please print the module (10° + 7). Number N will be assigned to
you as a Q product of whole numbers N P1, P2, ., PN, Le, N=P1 * P2 * ... * PN. Develop a
python program that output a single line containing the first term of the sequence which is the
perfect cube.
Input
Output
1
216
2
23
Transcribed Image Text:Given the total number N. Think of the infinite sequence N, 2N, 3N, ..Find the first number in this sequence that can be represented as Q3, where Q is the perfect integer. The required number can be very large, please print the module (10° + 7). Number N will be assigned to you as a Q product of whole numbers N P1, P2, ., PN, Le, N=P1 * P2 * ... * PN. Develop a python program that output a single line containing the first term of the sequence which is the perfect cube. Input Output 1 216 2 23
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