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Assume x and y are positive integers representing input size for the following pseudocodes. Determine a function T(n) (or T(x) or T(y) in the following cases) that relate input size x and y to number of runtime steps. (If you can’t get the exact T(n), what does it roughly look like? e.g. T(n) = an^2 +k) What Big O set does this function belong to? Write down your whole thought process. The ellipsis (...) is meant to indicate a repetition until the pattern is finished.

Assume x and y are positive integers representing input size for the following pseudocodes. Determine a function T(n) (or T(x) or T(y) in the following cases) that relate input size x and y to number of runtime steps. (If you can’t get the exact T(n), what does it roughly look like? e.g. T(n) = an^2 +k) What Big O set does this function belong to? Write down your whole thought process. The ellipsis (...) is meant to indicate a repetition until the pattern is finished.

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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Assume x and y are positive integers representing input size for the following pseudocodes. Determine a function T(n) (or T(x) or T(y) in the following cases) that relate input size x and y to number of runtime steps. (If you can’t get the exact T(n), what does it roughly look like? e.g. T(n) = an^2 +k) What Big O set does this function belong to? Write down your whole thought process.

The ellipsis (...) is meant to indicate a repetition until the pattern is finished.

def for_loops(x): while 0 < x: print(x) x = 0.1 + (x / 2) def prints(y): print(1) print (2) - 4) print (y print(y - 3)
Transcribed Image Text:def for_loops(x): while 0 < x: print(x) x = 0.1 + (x / 2) def prints(y): print(1) print (2) - 4) print (y print(y - 3)
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