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Python Language Special Rules: For this task, use only Boolean/math expressions and conditional statements (if-statements). Do not use built-in functions for sorting or finding min, max, etc.

Python Language Special Rules: For this task, use only Boolean/math expressions and conditional statements (if-statements). Do not use built-in functions for sorting or finding min, max, etc.

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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Special Rules: For this task, use only Boolean/math expressions and conditional statements (if-statements). Do not use built-in functions for sorting or finding min, max, etc.

In this problem, you're writing functions to compute certain aggregations of three numbers that you take as input parameters. These three numbers are floats, and you can assume that they are distinct. Your output must be a float. Write one function for each of the following. You'll save them in the same file. a function my_min(p: float, q: float, r: float) -> float that takes 3 floating-point numbers and returns (not print) the minimum of the three numbers. For example, my_min(3.0,1.0,9.0) should return 1.0. • a function my_mean(p: float, q: floạt, r: float) -> float that takes 3 floating-point numbers and returns (not print) the average of the three numbers. You should recall that the average of p, q, and r is (p+q+ r). Hence, as an example, my_mean(3.0, 7.0, 4.0) should return 4.6666 ··.. • a function my_med(p: float, q: float, r: float) -> float that takes 3 floating-point numbers and returns (not print) the median of the three numbers. Remember that the median of three numbers is the number where one other number is smaller than it and one other number is larger than it. For instance, my_med(4.0,1.0,5.0) should return 4.0. Also, my_med(13.0,5.0,12.0) should return 12.0. Special Rules: For this task, use only Boolean/math expressions and conditional statements (if-statements). Do not use built-in functions for sorting or finding min, max, etc.
Transcribed Image Text:In this problem, you're writing functions to compute certain aggregations of three numbers that you take as input parameters. These three numbers are floats, and you can assume that they are distinct. Your output must be a float. Write one function for each of the following. You'll save them in the same file. a function my_min(p: float, q: float, r: float) -> float that takes 3 floating-point numbers and returns (not print) the minimum of the three numbers. For example, my_min(3.0,1.0,9.0) should return 1.0. • a function my_mean(p: float, q: floạt, r: float) -> float that takes 3 floating-point numbers and returns (not print) the average of the three numbers. You should recall that the average of p, q, and r is (p+q+ r). Hence, as an example, my_mean(3.0, 7.0, 4.0) should return 4.6666 ··.. • a function my_med(p: float, q: float, r: float) -> float that takes 3 floating-point numbers and returns (not print) the median of the three numbers. Remember that the median of three numbers is the number where one other number is smaller than it and one other number is larger than it. For instance, my_med(4.0,1.0,5.0) should return 4.0. Also, my_med(13.0,5.0,12.0) should return 12.0. Special Rules: For this task, use only Boolean/math expressions and conditional statements (if-statements). Do not use built-in functions for sorting or finding min, max, etc.
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