From 57bb106a70fa960c6dffef8d8715468f0d3d1807 Mon Sep 17 00:00:00 2001 From: Louis Oliphant <ltoliphant@wisc.edu> Date: Sun, 22 Sep 2024 14:24:14 -0500 Subject: [PATCH] finished Lecture 9 Conditionals 2 --- .../Lec_09_Conditionals2.ipynb | 562 ++++++++++++ .../Lec_09_Conditionals2_Solution.ipynb | 821 ++++++++++++++++++ 2 files changed, 1383 insertions(+) create mode 100644 f24/Louis_Lecture_Notes/09_Conditionals2/Lec_09_Conditionals2.ipynb create mode 100644 f24/Louis_Lecture_Notes/09_Conditionals2/Lec_09_Conditionals2_Solution.ipynb diff --git a/f24/Louis_Lecture_Notes/09_Conditionals2/Lec_09_Conditionals2.ipynb b/f24/Louis_Lecture_Notes/09_Conditionals2/Lec_09_Conditionals2.ipynb new file mode 100644 index 0000000..e590226 --- /dev/null +++ b/f24/Louis_Lecture_Notes/09_Conditionals2/Lec_09_Conditionals2.ipynb @@ -0,0 +1,562 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Warmup" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Warmup 1: What is wrong with this code? \n", + "# Write your answer here:\n", + "\n", + "# What is the Python interpreter actually doing?\n", + "# Write your answer here:\n", + "\n", + "team = \"Gophers\"\n", + "\n", + "if team == \"Gophers\" or \"Hawkeyes\" or \"Spartans\": \n", + " print (\"boo!!\")\n", + "else:\n", + " print(\"yay!!\")\n", + "\n", + "\n", + "# debugging tip: add a print before an if to clarify the problem\n", + "# Also try different values for team\n", + "# print(team == \"Gophers\" or \"Hawkeyes\" or \"Bulldogs\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Warmup 2: Test this function by performing several calls.\n", + "# Does it work? How can it be fixed? How can it be made better?\n", + "\n", + "def print_month(month):\n", + " '''Print a month (given as an integer) as a string. 1 is Jan, 2 is Feb, etc.'''\n", + " if month == 1:\n", + " print(\"Jan\")\n", + " if month == 2:\n", + " print(\"Feb\")\n", + " if month == 3:\n", + " print(\"Mar\")\n", + " if month == 4:\n", + " print(\"Apr\")\n", + " if month == 5:\n", + " print(\"May\")\n", + " if month == 6:\n", + " print(\"Jun\")\n", + " if month == 7:\n", + " print(\"Jul\")\n", + " if month == 8:\n", + " print(\"Aug\")\n", + " if month == 9:\n", + " print(\"Sep\")\n", + " if month == 10:\n", + " print(\"Oct\")\n", + " if month == 11:\n", + " print(\"Nov\")\n", + " if month == 12:\n", + " print(\"Dec\")\n", + " else:\n", + " print(\"N/A\")\n", + " \n", + "# TODO Write your tests here.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Reminder\n", + "\n", + "* using conditional execution:\n", + " \n", + "```\n", + " if condition:\n", + " # if's body (block of code that executes when condition is true)\n", + "```\n", + "\n", + "* using alternate execution:\n", + "\n", + "\n", + "```\n", + " if condition:\n", + " # if's body (block of code that executes when condition is true)\n", + " else:\n", + " # else block (code executes when condition is false)\n", + "```\n", + "\n", + "* using chained conditionals (at most one body block will be executed)\n", + "\n", + "```\n", + " if condition1:\n", + " # body1\n", + " elif condition2:\n", + " # body2\n", + " elif condition3:\n", + " # body3\n", + " ...\n", + " else: (optional)\n", + " # else body\n", + "```\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Conditionals 2\n", + "\n", + "## Readings\n", + "\n", + "- [Python for Everybody, 4.6 - end (skip 4.7)](https://runestone.academy/ns/books/published//py4e-int/conditional/toctree.html)\n", + "\n", + "## Learning Objectives\n", + "After this lecture you will be able to...\n", + "- Read and write nested conditional statements\n", + "- Define, state reasons for, and provide examples of refactoring.\n", + "- Refactor code containing conditional statements into boolean expressions\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Read and Write Nested Conditional Statements\n", + "\n", + "Conditional statements can contain multiple lines of code in the body of the conditional. One way to use this is to have a conditional statement nested inside of another conditional statement:\n", + "\n", + "```\n", + "if condition1:\n", + " if condition2:\n", + " body1\n", + " else:\n", + " body2\n", + "else:\n", + " if condition3:\n", + " body3\n", + " else:\n", + " body4\n", + "```\n", + "\n", + "### Example\n", + "\n", + "Perhaps you have heard the statement \"If it moves and it shouldn't use duct tape, if it doesn't move and it should, use WD-40\". The diagram below shows a flowchart of this situation and the Python code below that attempts to implement this situation with the function `fix(moves,should)`. Try running the function using different input values." + ] + }, + { + "attachments": { + "image.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Nesting Example 1: Fixing it\n", + "\n", + "def fix(moves, should):\n", + " if moves:\n", + " if should:\n", + " return \"good\"\n", + " else:\n", + " return \"duct tape\"\n", + " else:\n", + " if should:\n", + " return \"WD-40\"\n", + " else:\n", + " return \"good\"\n", + " \n", + "print(fix(moves=True, should=False))\n", + "# TODO add additional calls to the fix() function\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### You Try It\n", + "\n", + "Finish the function `stop_light(color,distance)` where the behavior of the function is shown in the diagram below. The function should return a string saying what the driver should do as shown in the diagram.\n" + ] + }, + { + "attachments": { + "image.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def stop_light(color, distance = 100):\n", + " \"\"\"given color red/yellow/green and distance in feet, return what to do as a str\"\"\"\n", + " pass\n", + " \n", + "print(stop_light(\"green\", 20))\n", + "print(stop_light(\"red\", 30))\n", + "print(stop_light(\"red\", 100))\n", + "print(stop_light(\"yellow\", 20))\n", + "print(stop_light(\"yellow\", 60))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "\n", + "## Refactoring\n", + "\n", + "What is it? \n", + "- Improving/rewriting parts of a program without changing its behavior.\n", + "- Like a re-wording of a recipe without changing it\n", + "\n", + "Why do it?\n", + "- Make it easier to read and understand the code & what it's doing\n", + "- Sometimes to make code run faster\n", + "\n", + "Principles of good refactoring:\n", + "- **Don't change the program's behavior!**\n", + "- The program should end up more readable than it started\n", + "- Use knowledge of if/else, and/or/not, ==, !=, etc." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Example\n", + "\n", + "Here is a refactored version of the `fix()` function. Using if/elif/else structure makes it clearer and easier to debug because there is no nesting of conditionals (where it is easy to make mistakes or forget a nested conditional).\n", + "\n", + "Test that its behavior is the same as the original fix() function." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def fix_refactor(moves, should):\n", + " if moves and should:\n", + " return \"good\"\n", + " elif moves and not should:\n", + " return \"duct tape\"\n", + " elif not moves and should:\n", + " return \"WD-40\"\n", + " else:\n", + " return \"good\"\n", + " \n", + "## TODO test that the fix_refactor has the same behavior as fix()\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### You Try It\n", + "\n", + "Think about another way to write the `stop_light()` function. Can you make it clearer by refactoring?" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def stop_light_refactor(color, distance = 100):\n", + " \"\"\"given color red/yellow/green and distance in feet, return what to do as a str\"\"\"\n", + " pass\n", + "\n", + "## Now test that its behavior is the same as the stop_light() function.\n", + "\n", + "print(stop_light_refactor(\"green\", 20))\n", + "print(stop_light_refactor(\"red\", 30))\n", + "print(stop_light_refactor(\"red\", 100))\n", + "print(stop_light_refactor(\"yellow\", 20))\n", + "print(stop_light_refactor(\"yellow\", 60))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Refactoring can involve lots of ways of rewriting code. Below is an example of a `check_combination()` function that should return True if the combination is exactly 32, 17, 55 and False otherwise. It uses many nested if statements and only one of the multiple branches returns True. Can you think about how this function could be re-written to make it clearer?" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Refactoring Example 1: too many nested if's \n", + "# combination lock function\n", + "\n", + "def check_combination(a, b, c):\n", + " if a == 32:\n", + " if b == 17:\n", + " if c == 55:\n", + " return True\n", + " else:\n", + " return False\n", + " else:\n", + " return False\n", + " else:\n", + " return False\n", + "\n", + "## TODO Write some checks that it returns true only if the values are exactly 32, 17, 55\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Here is an attempt to refactor the function, but it doesn't work properly. Write some tests to show that its behavior is not the same as the check_combination() function?" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# show an incorrect way to refactor combo\n", + "# give evidence that it does not give the same results\n", + "def bad_combo(a, b, c):\n", + " return a == 32 or b == 17 or c == 5\n", + "\n", + "# TODO write some tests!" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### You Try It\n", + "\n", + "How give it a try. Finish the `refactor_combo()` function so its behavior is exactly the same as check_combination(). Try and do it without using a single conditional. Also, write tests to prove that its behavior is the same." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# correctly refactor combo with a new name - below\n", + "def refactor_combo(a,b,c):\n", + " pass\n", + "\n", + "# TODO write some tests!" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Another Refactoring Example\n", + "\n", + "Here is another example where you can refactor. The function `check_different(b1,b2)` returns True only if the boolean parameters `b1` and `b2` are different values. The code uses an if/elif method for solving the problem." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Refactoring Example 2: too much code\n", + "def check_different(b1, b2):\n", + " if b1 == True and b2 == False:\n", + " return True\n", + " elif b1 == False and b2 == True:\n", + " return True\n", + " elif b1 == True and b2 == True:\n", + " return False\n", + " elif b1 == False and b2 == False:\n", + " return False\n", + "\n", + "print(check_different(True, False))\n", + "print(check_different(False, False))\n", + "print(check_different(False, True))\n", + "print(check_different(True, True))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### You Try It\n", + "\n", + "Finish the `check_different_refactor(b1,b2)` so that its behavior is the same as check_different() and do it without using any conditional statements." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def check_different_refactor(b1, b2):\n", + " pass\n", + "\n", + "## Also write tests to prove that its behavior hasn't changed\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Summary\n", + "\n", + "You have practiced creating **nested conditionals** and you have learned about **refactoring**. You have practiced refactoring multiple functions including ways of flattening nested conditionals and removing conditionals all together.\n", + "\n", + "\n", + "**After Lecture Practice**\n", + "\n", + "You are encouraged to continue practicing refactoring. Read the slides linked to on the course schedule to see more examples of refactoring and try the problems below taken from previous exams to continue practicing this important skill.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Refactoring Practice 1: recognizing equivalent code\n", + "# Exam 1 Fall 2020\n", + "def g(x,y):\n", + " if x:\n", + " if y:\n", + " return True\n", + " else:\n", + " return False\n", + " else:\n", + " return False\n", + " \n", + "#which of the following will give the same result in all cases, as g(b1,b2) ? \n", + "\n", + "# a.) b1 != b2\n", + "# b.) b1 and b2\n", + "# c.) b1 == b2\n", + "# d.) b1 or b2\n", + "\n", + "print(g(True, False))\n", + "print(g(False, True))\n", + "print(g(True, True))\n", + "print(g(False, False))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Refactoring Practice 2:\n", + "\n", + "def h(x,y):\n", + " if x:\n", + " return False\n", + " else:\n", + " if y:\n", + " return False\n", + " else:\n", + " return True\n", + "\n", + "print(h(True, False))\n", + "print(h(False, True))\n", + "print(h(True, True))\n", + "print(h(False, False))\n", + "\n", + "# which of the following will give the same result in all cases, as h(b1,b2) ?\n", + "\n", + "# a.) b1 != b2\n", + "# b.) b1 and b2\n", + "# c.) b1 == b2\n", + "# d.) not b1 and not b2" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Refactoring Practice 3:\n", + "# Consider the following code\n", + "\n", + "def refactor(x,y):\n", + " if x:\n", + " return True\n", + " elif y:\n", + " return True\n", + " else:\n", + " return False\n", + " \n", + "print(refactor(True, False))\n", + "print(refactor(False, True))\n", + "print(refactor(True, True))\n", + "print(refactor(False, False))\n", + "\n", + "# what is the best way to refactor the body of the function ?\n", + "# A. return x and y\n", + "# B. return x or y\n", + "# C. return x != y\n", + "# D. return x == y" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.12" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/f24/Louis_Lecture_Notes/09_Conditionals2/Lec_09_Conditionals2_Solution.ipynb b/f24/Louis_Lecture_Notes/09_Conditionals2/Lec_09_Conditionals2_Solution.ipynb new file mode 100644 index 0000000..f954210 --- /dev/null +++ b/f24/Louis_Lecture_Notes/09_Conditionals2/Lec_09_Conditionals2_Solution.ipynb @@ -0,0 +1,821 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Warmup" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "True\n", + "boo!!\n" + ] + } + ], + "source": [ + "# Warmup 1: What is wrong with this code? \n", + "# Write your answer here:\n", + "\n", + "# You must use \"or\" to connect boolean expressions.\n", + "# \"Hawkeyes\" and \"Spartans\" are not boolean expressions\n", + "\n", + "# What is the Python interpreter actually doing?\n", + "# Write your answer here:\n", + "\n", + "team = \"Gophers\"\n", + "\n", + "print(team == \"Gophers\" or team == \"Hawkeyes\" or team == \"Bulldogs\")\n", + "if team == \"Gophers\" or team == \"Hawkeyes\" or team == \"Spartans\": \n", + " print (\"boo!!\")\n", + "else:\n", + " print(\"yay!!\")\n", + "\n", + "\n", + "# debugging tip: add a print before an if to clarify the problem\n", + "# Also try different values for team\n", + "# print(team == \"Gophers\" or \"Hawkeyes\" or \"Bulldogs\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Dec\n", + "N/A\n", + "Mar\n", + "N/A\n", + "Aug\n", + "N/A\n" + ] + } + ], + "source": [ + "# Warmup 2: Test this function by performing several calls.\n", + "# Does it work? How can it be fixed? How can it be made better?\n", + "\n", + "def print_month(month):\n", + " '''Print a month (given as an integer) as a string. 1 is Jan, 2 is Feb, etc.'''\n", + " if month == 1:\n", + " print(\"Jan\")\n", + " if month == 2:\n", + " print(\"Feb\")\n", + " if month == 3:\n", + " print(\"Mar\")\n", + " if month == 4:\n", + " print(\"Apr\")\n", + " if month == 5:\n", + " print(\"May\")\n", + " if month == 6:\n", + " print(\"Jun\")\n", + " if month == 7:\n", + " print(\"Jul\")\n", + " if month == 8:\n", + " print(\"Aug\")\n", + " if month == 9:\n", + " print(\"Sep\")\n", + " if month == 10:\n", + " print(\"Oct\")\n", + " if month == 11:\n", + " print(\"Nov\")\n", + " if month == 12:\n", + " print(\"Dec\")\n", + " else:\n", + " print(\"N/A\")\n", + " \n", + "# TODO Write your tests here.\n", + "print_month(12)\n", + "print_month(-1)\n", + "print_month(3)\n", + "print_month(8)\n", + "\n", + "## The problem is that these are separate if statements rather than\n", + "## a connected chain of if/elif statements" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Reminder\n", + "\n", + "* using conditional execution:\n", + " \n", + "```\n", + " if condition:\n", + " # if's body (block of code that executes when condition is true)\n", + "```\n", + "\n", + "* using alternate execution:\n", + "\n", + "\n", + "```\n", + " if condition:\n", + " # if's body (block of code that executes when condition is true)\n", + " else:\n", + " # else block (code executes when condition is false)\n", + "```\n", + "\n", + "* using chained conditionals (at most one body block will be executed)\n", + "\n", + "```\n", + " if condition1:\n", + " # body1\n", + " elif condition2:\n", + " # body2\n", + " elif condition3:\n", + " # body3\n", + " ...\n", + " else: (optional)\n", + " # else body\n", + "```\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Conditionals 2\n", + "\n", + "## Readings\n", + "\n", + "- [Python for Everybody, 4.6 - end (skip 4.7)](https://runestone.academy/ns/books/published//py4e-int/conditional/toctree.html)\n", + "\n", + "## Learning Objectives\n", + "After this lecture you will be able to...\n", + "- Read and write nested conditional statements\n", + "- Define, state reasons for, and provide examples of refactoring.\n", + "- Refactor code containing conditional statements into boolean expressions\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Read and Write Nested Conditional Statements\n", + "\n", + "Conditional statements can contain multiple lines of code in the body of the conditional. One way to use this is to have a conditional statement nested inside of another conditional statement:\n", + "\n", + "```\n", + "if condition1:\n", + " if condition2:\n", + " body1\n", + " else:\n", + " body2\n", + "else:\n", + " if condition3:\n", + " body3\n", + " else:\n", + " body4\n", + "```\n", + "\n", + "### Example\n", + "\n", + "Perhaps you have heard the statement \"If it moves and it shouldn't use duct tape, if it doesn't move and it should, use WD-40\". The diagram below shows a flowchart of this situation and the Python code below that attempts to implement this situation with the function `fix(moves,should)`. Try running the function using different input values." + ] + }, + { + "attachments": { + "image.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "duct tape\n", + "good\n", + "good\n", + "WD-40\n" + ] + } + ], + "source": [ + "# Nesting Example 1: Fixing it\n", + "\n", + "def fix(moves, should):\n", + " if moves:\n", + " if should:\n", + " return \"good\"\n", + " else:\n", + " return \"duct tape\"\n", + " else:\n", + " if should:\n", + " return \"WD-40\"\n", + " else:\n", + " return \"good\"\n", + " \n", + "print(fix(moves=True, should=False))\n", + "# TODO add additional calls to the fix() function\n", + "print(fix(moves=False, should=False))\n", + "print(fix(moves=True, should=True))\n", + "print(fix(moves=False, should=True))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### You Try It\n", + "\n", + "Finish the function `stop_light(color,distance)` where the behavior of the function is shown in the diagram below. The function should return a string saying what the driver should do as shown in the diagram.\n" + ] + }, + { + "attachments": { + "image.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "smile :)\n", + "stop abruptly\n", + "stop abruptly\n", + "continue at the same speed\n", + "stop\n" + ] + } + ], + "source": [ + "def stop_light(color, distance = 100):\n", + " \"\"\"given color red/yellow/green and distance in feet, return what to do as a str\"\"\"\n", + " if color == \"red\":\n", + " if distance < 15:\n", + " return \"hit the gas\"\n", + " else:\n", + " return \"stop abruptly\"\n", + " elif color == \"yellow\":\n", + " if distance < 30:\n", + " return \"continue at the same speed\"\n", + " else:\n", + " return \"stop\"\n", + " elif color == 'green':\n", + " return \"smile :)\"\n", + " \n", + "print(stop_light(\"green\", 20))\n", + "print(stop_light(\"red\", 30))\n", + "print(stop_light(\"red\", 100))\n", + "print(stop_light(\"yellow\", 20))\n", + "print(stop_light(\"yellow\", 60))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "\n", + "## Refactoring\n", + "\n", + "What is it? \n", + "- Improving/rewriting parts of a program without changing its behavior.\n", + "- Like a re-wording of a recipe without changing it\n", + "\n", + "Why do it?\n", + "- Make it easier to read and understand the code & what it's doing\n", + "- Sometimes to make code run faster\n", + "\n", + "Principles of good refactoring:\n", + "- **Don't change the program's behavior!**\n", + "- The program should end up more readable than it started\n", + "- Use knowledge of if/else, and/or/not, ==, !=, etc." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Example\n", + "\n", + "Here is a refactored version of the `fix()` function. Using if/elif/else structure makes it clearer and easier to debug because there is no nesting of conditionals (where it is easy to make mistakes or forget a nested conditional).\n", + "\n", + "Test that its behavior is the same as the original fix() function." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "duct tape\n", + "WD-40\n" + ] + } + ], + "source": [ + "def fix_refactor(moves, should):\n", + " if moves and should:\n", + " return \"good\"\n", + " elif moves and not should:\n", + " return \"duct tape\"\n", + " elif not moves and should:\n", + " return \"WD-40\"\n", + " else:\n", + " return \"good\"\n", + " \n", + "## TODO test that the fix_refactor has the same behavior as fix()\n", + "print(fix_refactor(moves=True, should=False))\n", + "print(fix_refactor(moves=False, should=True))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### You Try It\n", + "\n", + "Think about another way to write the `stop_light()` function. Can you make it clearer by refactoring?" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "smile :)\n", + "stop abruptly\n", + "stop abruptly\n", + "continue at the same speed\n", + "stop\n" + ] + } + ], + "source": [ + "def stop_light_refactor(color, distance = 100):\n", + " \"\"\"given color red/yellow/green and distance in feet, return what to do as a str\"\"\"\n", + " if color == \"red\" and distance < 15:\n", + " return \"hit the gas\"\n", + " elif color == \"red\" and distance >= 15:\n", + " return \"stop abruptly\"\n", + " elif color == \"yellow\" and distance < 30:\n", + " return \"continue at the same speed\"\n", + " elif color == \"yellow\" and distance >= 30:\n", + " return \"stop\"\n", + " elif color == 'green':\n", + " return \"smile :)\"\n", + "\n", + "## Now test that its behavior is the same as the stop_light() function.\n", + "\n", + "print(stop_light_refactor(\"green\", 20))\n", + "print(stop_light_refactor(\"red\", 30))\n", + "print(stop_light_refactor(\"red\", 100))\n", + "print(stop_light_refactor(\"yellow\", 20))\n", + "print(stop_light_refactor(\"yellow\", 60))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Refactoring can involve lots of ways of rewriting code. Below is an example of a `check_combination()` function that should return True if the combination is exactly 32, 17, 55 and False otherwise. It uses many nested if statements and only one of the multiple branches returns True. Can you think about how this function could be re-written to make it clearer?" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "True\n", + "False\n", + "False\n" + ] + } + ], + "source": [ + "# Refactoring Example 1: too many nested if's \n", + "# combination lock function\n", + "\n", + "def check_combination(a, b, c):\n", + " if a == 32:\n", + " if b == 17:\n", + " if c == 55:\n", + " return True\n", + " else:\n", + " return False\n", + " else:\n", + " return False\n", + " else:\n", + " return False\n", + "\n", + "## TODO Write some checks that it returns true only if the values are exactly 32, 17, 55\n", + "print(check_combination(32, 17, 55))\n", + "print(check_combination(32, 10, 55))\n", + "print(check_combination(19, 17, 55))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Here is an attempt to refactor the function, but it doesn't work properly. Write some tests to show that its behavior is not the same as the check_combination() function?" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "True\n", + "True\n", + "True\n", + "False\n" + ] + } + ], + "source": [ + "# show an incorrect way to refactor combo\n", + "# give evidence that it does not give the same results\n", + "def bad_combo(a, b, c):\n", + " return a == 32 or b == 17 or c == 5\n", + "\n", + "# TODO write some tests!\n", + "print(bad_combo(32, 17, 55))\n", + "print(bad_combo(32, 10, 55))\n", + "print(bad_combo(19, 17, 55))\n", + "print(bad_combo(1, 1, 1))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### You Try It\n", + "\n", + "How give it a try. Finish the `refactor_combo()` function so its behavior is exactly the same as check_combination(). Try and do it without using a single conditional. Also, write tests to prove that its behavior is the same." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "True\n", + "False\n", + "False\n" + ] + } + ], + "source": [ + "# correctly refactor combo with a new name - below\n", + "def refactor_combo(a,b,c):\n", + " return a == 32 and b == 17 and c == 55\n", + "\n", + "\n", + "# TODO write some tests!\n", + "print(refactor_combo(32, 17, 55))\n", + "print(refactor_combo(32, 10, 55))\n", + "print(refactor_combo(19, 17, 55))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Another Refactoring Example\n", + "\n", + "Here is another example where you can refactor. The function `check_different(b1,b2)` returns True only if the boolean parameters `b1` and `b2` are different values. The code uses an if/elif method for solving the problem." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "True\n", + "False\n", + "True\n", + "False\n" + ] + } + ], + "source": [ + "# Refactoring Example 2: too much code\n", + "def check_different(b1, b2):\n", + " if b1 == True and b2 == False:\n", + " return True\n", + " elif b1 == False and b2 == True:\n", + " return True\n", + " elif b1 == True and b2 == True:\n", + " return False\n", + " elif b1 == False and b2 == False:\n", + " return False\n", + "\n", + "print(check_different(True, False))\n", + "print(check_different(False, False))\n", + "print(check_different(False, True))\n", + "print(check_different(True, True))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### You Try It\n", + "\n", + "Finish the `check_different_refactor(b1,b2)` so that its behavior is the same as check_different() and do it without using any conditional statements." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "True\n", + "False\n", + "True\n", + "False\n" + ] + } + ], + "source": [ + "def check_different_refactor(b1, b2):\n", + " return b1 != b2\n", + "\n", + "## Also write tests to prove that its behavior hasn't changed\n", + "print(check_different_refactor(True, False))\n", + "print(check_different_refactor(False, False))\n", + "print(check_different_refactor(False, True))\n", + "print(check_different_refactor(True, True))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Summary\n", + "\n", + "You have practiced creating **nested conditionals** and you have learned about **refactoring**. You have practiced refactoring multiple functions including ways of flattening nested conditionals and removing conditionals all together.\n", + "\n", + "\n", + "**After Lecture Practice**\n", + "\n", + "You are encouraged to continue practicing refactoring. Read the slides linked to on the course schedule to see more examples of refactoring and try the problems below taken from previous exams to continue practicing this important skill.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "False\n", + "False\n", + "True\n", + "False\n", + "-----\n", + "False\n", + "False\n", + "True\n", + "False\n" + ] + } + ], + "source": [ + "# Refactoring Practice 1: recognizing equivalent code\n", + "# Exam 1 Fall 2020\n", + "def g(x,y):\n", + " if x:\n", + " if y:\n", + " return True\n", + " else:\n", + " return False\n", + " else:\n", + " return False\n", + " \n", + "#which of the following will give the same result in all cases, as g(b1,b2) ? \n", + "\n", + "# a.) b1 != b2\n", + "# b.) b1 and b2\n", + "# c.) b1 == b2\n", + "# d.) b1 or b2\n", + "\n", + "print(g(True, False))\n", + "print(g(False, True))\n", + "print(g(True, True))\n", + "print(g(False, False))\n", + "\n", + "print('-----')\n", + "\n", + "print(True and False)\n", + "print(False and True)\n", + "print(True and True)\n", + "print(False and False)\n", + "\n", + "# B" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "False\n", + "False\n", + "False\n", + "True\n", + "-----\n", + "False\n", + "False\n", + "False\n", + "True\n" + ] + } + ], + "source": [ + "# Refactoring Practice 2:\n", + "\n", + "def h(x,y):\n", + " if x:\n", + " return False\n", + " else:\n", + " if y:\n", + " return False\n", + " else:\n", + " return True\n", + "\n", + "print(h(True, False))\n", + "print(h(False, True))\n", + "print(h(True, True))\n", + "print(h(False, False))\n", + "\n", + "# which of the following will give the same result in all cases, as h(b1,b2) ?\n", + "\n", + "# a.) b1 != b2\n", + "# b.) b1 and b2\n", + "# c.) b1 == b2\n", + "# d.) not b1 and not b2\n", + "\n", + "print('-----')\n", + "\n", + "print(not True and not False)\n", + "print(not False and not True)\n", + "print(not True and not True)\n", + "print(not False and not False)\n", + " \n", + "# which of the following will give the same result in all cases, as h(b1,b2) ?\n", + "\n", + "# a.) b1 != b2\n", + "# b.) b1 and b2\n", + "# c.) b1 == b2\n", + "# d.) not b1 and not b2\n", + "\n", + "# D" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "True\n", + "True\n", + "True\n", + "False\n", + "-----\n", + "True\n", + "True\n", + "True\n", + "False\n" + ] + } + ], + "source": [ + "# Refactoring Practice 3:\n", + "# Consider the following code\n", + "\n", + "def refactor(x,y):\n", + " if x:\n", + " return True\n", + " elif y:\n", + " return True\n", + " else:\n", + " return False\n", + " \n", + "print(refactor(True, False))\n", + "print(refactor(False, True))\n", + "print(refactor(True, True))\n", + "print(refactor(False, False))\n", + "\n", + "# what is the best way to refactor the body of the function ?\n", + "# A. return x and y\n", + "# B. return x or y\n", + "# C. return x != y\n", + "# D. return x == y\n", + "\n", + "print('-----')\n", + "\n", + "print(True or False)\n", + "print(False or True)\n", + "print(True or True)\n", + "print(False or False)\n", + "\n", + "\n", + "# what is the best way to refactor the body of the function ?\n", + "# A. return x and y\n", + "# B. return x or y\n", + "# C. return x != y\n", + "# D. return x == y\n", + "\n", + "# B" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.12" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} -- GitLab