{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "10e6d442",
   "metadata": {
    "hideCode": false,
    "hidePrompt": false,
    "slideshow": {
     "slide_type": "-"
    }
   },
   "source": [
    "# Lab 6: Chained Conditional and Logical Operator Practice\n",
    "\n",
    "In this lab, you'll practice writing `if-elif-else` statements as well as using some logical operators."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a6073d8d",
   "metadata": {
    "hideCode": false,
    "hidePrompt": false
   },
   "source": [
    "The algorithm for determining whether a year is a leap-year is more complex than many people realize. According to https://en.wikipedia.org/wiki/Leap_year , the algorithm written in __pseudocode__ (an informal code-like notation for communicating algorithms for other humans to read) is \n",
    "\n",
    ">if (year is not divisible by 4) then (it is a common year)\n",
    ">\n",
    ">else if (year is not divisible by 100) then (it is a leap year)\n",
    ">\n",
    ">else if (year is not divisible by 400) then (it is a common year)\n",
    ">\n",
    ">else (it is a leap year) \n",
    "\n",
    "__Exercise 1:__ Implement this using Python syntax and the `if-elif-else` pattern.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bf858f42",
   "metadata": {
    "hideCode": false,
    "hidePrompt": false
   },
   "source": [
    "__Exercise 2:__ Due to state regulations, a toy company is not allowed to sell silly string in California and Texas. Their ordering software looks like this:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "386eb2bf",
   "metadata": {
    "hideCode": false,
    "hidePrompt": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "What do you want to buy? Whoopee Cushion\n",
      "What state do you live in? California\n",
      "Sorry, we can't sell too you.\n"
     ]
    }
   ],
   "source": [
    "product = input(\"What do you want to buy? \")\n",
    "state = input(\"What state do you live in? \")\n",
    "\n",
    "if state == \"California\" or state == \"Texas\" and product == \"silly string\":\n",
    "    print(\"Sorry, we can't sell too you.\")\n",
    "else:\n",
    "    print(\"You're good to go.\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "db9fbc4b",
   "metadata": {},
   "source": [
    "However, there seems to be a problem - it doesn't let Californians buy Whoopee Cushions, but there shouldn't be any restrictions on Whoopee Cushions.\n",
    "* What is the problem with this code?\n",
    "* How do you fix it?"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1e697f8b",
   "metadata": {
    "hideCode": false,
    "hidePrompt": false
   },
   "source": [
    "__Exercise 3:__ A loan applicant should be approved if their salary is $40,000/year or more and if they have been at the same job for at least 2 years. Write a program that will ask the user for their salary and number of years on the job, and then tell them whether they got the loan."
   ]
  },
  {
   "attachments": {
    "lettergradeoutput.png": {
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"
    }
   },
   "cell_type": "markdown",
   "id": "66818d60",
   "metadata": {},
   "source": [
    "__Challenge Exercise 4:__ Write a program that will ask the user for their grade as a percentage and then display the associated letter grade according to this table:\n",
    "\n",
    "\n",
    "Percentage | Letter Grade\n",
    "-----|-----\n",
    "90-100 | A\n",
    "80-89 | B\n",
    "70-79 | C\n",
    "60-69 | D\n",
    "0 - 59 | F\n",
    "\n",
    "If the user enters a number greater than 100 or less than 0, report that it is invalid input. Write your output so that it looks like this:\n",
    "\n",
    "<p>\n",
    "<div>\n",
    "<img src=\"attachment:lettergradeoutput.png\" width=\"400\"/>\n",
    "</div>\n",
    "</p>\n",
    "\n",
    "When you are finished, submit your solution to the __Lab 6: Letter grade__ assignment on codePost. It will be autograded, and it'll be looking for the output to match the examples above.\n",
    "\n"
   ]
  }
 ],
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