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C Write a recursive algorithm mypowerlist (n) that, given a nat- ural number n as input, returns the "powerlist" (i.e. the power- set expressed as a list) of {1,...,n}. So the output of mypowerlist (2) should be the following list of sets: [set(),{1}, {2}, {1,2}]. Hint: it is obvious what the solution is for n=0. For n+1 note that there are two kinds of subset: those containing n+1, and those not. The latter can be obtained immediately by calling mypowerset (n). How can you obtain the first group?

C Write a recursive algorithm mypowerlist (n) that, given a nat- ural number n as input, returns the "powerlist" (i.e. the power- set expressed as a list) of {1,...,n}. So the output of mypowerlist (2) should be the following list of sets: [set(),{1}, {2}, {1,2}]. Hint: it is obvious what the solution is for n=0. For n+1 note that there are two kinds of subset: those containing n+1, and those not. The latter can be obtained immediately by calling mypowerset (n). How can you obtain the first group?

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 Write a recursive algorithm mypowerlist (n) that, given a nat- ural number n as input, returns the "powerlist" (i.e. the power- set expressed as a list) of {1, ...,n}. So the output of mypowerlist (2) should be the following list of sets: [set(),{1},{2}, {1,2}]. Hint: it is obvious what the solution is for n=0. For n+1 note that there are two kinds of subset: those containing n+1, and those not. The latter can be obtained immediately by calling mypowerset (n). How can you obtain the first group?
Transcribed Image Text:C Write a recursive algorithm mypowerlist (n) that, given a nat- ural number n as input, returns the "powerlist" (i.e. the power- set expressed as a list) of {1, ...,n}. So the output of mypowerlist (2) should be the following list of sets: [set(),{1},{2}, {1,2}]. Hint: it is obvious what the solution is for n=0. For n+1 note that there are two kinds of subset: those containing n+1, and those not. The latter can be obtained immediately by calling mypowerset (n). How can you obtain the first group?
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