{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "1c3444b1",
   "metadata": {},
   "source": [
    "# Lab 11: Defining Functions\n",
    "In this lab, you are going to practice defining your own functions, including those with parameters and return values."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "556539e6",
   "metadata": {},
   "source": [
    "## Warm Up\n",
    "\n",
    "We could write a function to calculate a tip at a restaurant like the following, which mutiplies the check amount by 15% and then displays the result. Try out this code and run some of your own tests as well. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "7c2143ba",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1.9304999999999999\n",
      "16.53\n",
      "5.6925\n"
     ]
    }
   ],
   "source": [
    "def tip_calculator(amount):\n",
    "    tip = amount * 0.15\n",
    "    print(tip)\n",
    "    \n",
    "#let's perform some unit tests on this function\n",
    "tip_calculator(12.87)\n",
    "tip_calculator(110.20)\n",
    "tip_calculator(37.95)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eacd3ed5",
   "metadata": {},
   "source": [
    "One improvement we could make is to use the built-in `round()` function so that we can display dollar amounts with only two decimal places:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "140ca8f0",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1.93\n",
      "16.53\n",
      "5.69\n"
     ]
    }
   ],
   "source": [
    "def tip_calculator(amount):\n",
    "    tip = round(amount * 0.15,2)\n",
    "    print(tip)\n",
    "    \n",
    "#let's perform some unit tests on this function\n",
    "tip_calculator(12.87)\n",
    "tip_calculator(110.20)\n",
    "tip_calculator(37.95)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "16e2ae6c",
   "metadata": {},
   "source": [
    "You'll now work on a few more improvements to this function.\n",
    "\n",
    "__Excercise 1:__ Change the `tip_calculator` so that it takes two arguments instead of one. The second argument should be the percentage tip that you want to calculate. You should be able to call it like this:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "f605248c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2.32\n",
      "16.53\n",
      "7.59\n"
     ]
    }
   ],
   "source": [
    "tip_calculator(12.87,18) #prints 2.32\n",
    "tip_calculator(110.20,15) #prints 16.53\n",
    "tip_calculator(37.95,20) #prints 7.59"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "24eedbd1",
   "metadata": {},
   "source": [
    "__Exercise 2:__ As we discussed, since the purpose of the above function is to compute a value, it's a bad idea to just print it inside the function. Instead, the value should be returned. Change the `tip_calculator` function so that it returns the value instead. You should now be able to use it with custom code like this:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "82d7403d",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "What was the total cost of food? 43.50\n",
      "With 18% gratuity, your total bill is 51.33\n"
     ]
    }
   ],
   "source": [
    "cost = float(input(\"What was the total cost of food? \"))\n",
    "print('With 18% gratuity, your total bill is',cost+tip_calculator(cost,18))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5ea24295",
   "metadata": {},
   "source": [
    "In your notes, write why the return statement allows this to work but the first version (with the print) did not.\n",
    "\n",
    "In the future, it will almost always be better to return the value from a function rather than print it - it allows you a lot more flexibility in how the function can be used."
   ]
  },
  {
   "attachments": {
    "lettergradefunction.png": {
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"
    }
   },
   "cell_type": "markdown",
   "id": "61d2631b",
   "metadata": {},
   "source": [
    "__Exercise 3:__ Rewrite your _letter grade_ exercise from the __Lab 6: Chained Conditional and Logical Operator Practice__ lab so that the function takes a numerical grade as an argument and then returns the letter grade. You should be able to call it and use the result inside a print statement like this (you can do this in either interactive or script mode, but this shows the interactive version):\n",
    "\n",
    "<center>\n",
    "<div>\n",
    "<img src=\"attachment:lettergradefunction.png\" width=\"400\"/>\n",
    "</div>\n",
    "</center>"
   ]
  },
  {
   "attachments": {
    "list_in_to_cm_output.png": {
     "image/png": 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"
    }
   },
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   "id": "957f3f7f",
   "metadata": {},
   "source": [
    "__Exercise 4:__ In the __Lab 8: Loops and Lists__ lab, you wrote some code that would convert a list of readings in inches to readings in centimeters. Create a new Python file called `list_convert.py` and write this as a function called `list_in_to_cm()` where the inches list is taken as an argument and the centimeters list is returned. Recall that to convert an inches measurement to centimeters, you multiply it by 2.54. When you unit-test your function, it should look like this:\n",
    "\n",
    "<center>\n",
    "<div>\n",
    "<img src=\"attachment:list_in_to_cm_output.png\" width=\"600\"/>\n",
    "</div>\n",
    "</center>\n",
    "\n",
    "_Hint:_ Unlike __Exercise 3__, you probably won't be able to just put your __Lab 8__ code into a function definition. Instead, you will need to write a new loop inside you function definition which uses values from the parameter (which is the inches list) and builds a new list with the equivalent amounts in centimeters.\n",
    "\n",
    "When you are finished, submit your solution to the __Lab 11: List conversion function__ assignment on codePost. One of the other nice things about functions is that codePost can perform unit tests on them too, so you don't have to write the user input/output statements and make sure they match the words my tests are looking for! On the other hand, you _must_ submit a .py file with the exact name `list_convert.py` and your function has to have the exact name `list_in_to_cm()`. If either of those things is a different name, it won't be able to find and run your code."
   ]
  }
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