{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "87c4a15d",
   "metadata": {},
   "source": [
    "# Lab 3: Pay Calculator\n",
    "\n",
    "In this lab, you'll write a program that takes input from the user, performs a computation, and then displays the results."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ed932f4a",
   "metadata": {},
   "source": [
    "__Exercise 1:__ Run this line of code and think about what it is doing"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "c0d6ee35",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [],
   "source": [
    "fav_color = input(\"What is your favorite color? \")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "350655ec",
   "metadata": {},
   "source": [
    "* Why does the program pause when it runs this line of code?\n",
    "* This is an _assignment statement_. How is it like other assignment statements you've seen?\n",
    "* What variable is being assigned a value?\n",
    "* What value is saved to that variable?\n",
    "* What type does this variable have?\n",
    "* Write the line of code that would diplay this value to the user.\n",
    "* Write the line of code that would diplay the type of fav_color."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a3317d1a",
   "metadata": {},
   "source": [
    "__Exercise 2:__ Let's say we want to ask the user what their favorite number is. Each of the three lines might work. Which do you think is the most appropriate?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "03af7f2a",
   "metadata": {},
   "outputs": [],
   "source": [
    "fav_number = input(\"What is your favorite number? \")\n",
    "fav_number = int( input(\"What is your favorite number? \") )\n",
    "fav_number = float( input(\"What is your favorite number? \") )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3f674002",
   "metadata": {},
   "source": [
    "* What kind of program might need the int() version?\n",
    "* What does int() do here?"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "250dc040",
   "metadata": {},
   "source": [
    "__Exercise 3:__ The following code will run, but it probably won't give the result that the programmer was hoping for.  Go ahead and run it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "0b75a90b",
   "metadata": {},
   "outputs": [],
   "source": [
    "first_number = input(\"What is your favorite number? \")\n",
    "second_number = input(\"What is your second favorite number? \")\n",
    "total = first_number + second_number\n",
    "print(\"The sum of your two favorite numbers is\",total)"
   ]
  },
  {
   "attachments": {
    "favorite_numbers.png": {
     "image/png": "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"
    }
   },
   "cell_type": "markdown",
   "id": "67bc335d",
   "metadata": {},
   "source": [
    "In Thonny, you probably want to write this as a script, save it as a .py file, and then run it. The steps for doing this are as follows:\n",
    "1. Click the New button to open a new tab.\n",
    "2. Type (or paste) your code into the editor.\n",
    "3. Click the Save button and save the file to a convenient location on your computer.\n",
    "4. Click the Stop/Restart button to reset the shell environment (and clear out any previous variables from other runs).\n",
    "5. Click the Run button to run your script.\n",
    "6. Interact with your program in the Shell window.\n",
    "\n",
    "<p>\n",
    "<div>\n",
    "<img src=\"attachment:favorite_numbers.png\" width=\"600\"/>\n",
    "</div>\n",
    "</p>\n",
    "\n",
    " * Why is the result not as expected? When a program gives the wrong result but doesn't trigger a Python error like a `SyntaxError` or `TypeError`, it's called a __logic error__.\n",
    " * Fix this program so that it gives the expected result."
   ]
  },
  {
   "attachments": {
    "paycalcsample.png": {
     "image/png": "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"
    }
   },
   "cell_type": "markdown",
   "id": "0008ba75",
   "metadata": {},
   "source": [
    "__Challenge Exercise 4:__ Write a program that asks the user to enter their hourly wage and their number of hours worked, and then display their total pay for that pay period. This is what it should look like:\n",
    "\n",
    "<p>\n",
    "<div>\n",
    "<img src=\"attachment:paycalcsample.png\" width=\"500\"/>\n",
    "</div>\n",
    "</p>\n",
    "\n",
    "When you are finished, upload your .py file to the codePost __Lab 3: Pay Calculator__ assignment. For this assignment, codePost will automatically test your code on several different inputs and check for the correct results, so make sure you test your program with additional test cases to ensure it is working."
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "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": "3.8.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}