{
 "cells": [
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   "source": [
    "# ICS 104 - Introduction to Programming in Python and C\n",
    "## Decision Structures - Lab 2 "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "# Lab Learning Outcomes\n",
    "- To learn how to program simple and complex decisions. \n",
    "- To implement decisions using if statements\n",
    "- To write statements using Boolean expressions\n",
    "- To validate user input"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "- <font color='blue'>Exercise# 1:</font> Write a program that reads a temperature value and the letter C for Celsius or F for Fahrenheit. Print whether water is liquid, solid, or gaseous at the given temperature at sea level. \n",
    "- You can use the following formula to convert from Fahrenheit to Celsius $C= \\frac{5\\times(F - 32)}{9}$\n",
    "- Hint: if the input temperature is in Fahrenheit, convert it first to Celsius, then check it.\n",
    "\n",
    "| Sample Run | Sample Run | Sample Run|\n",
    "| :-- | :-- | :-- |\n",
    "|Enter the temperature: 30 <br>Enter the unit (C or F): F <br>At that temperature, the water is solid.| Enter the temperature: 150 <br>Enter the unit (C or F): C<br>At that temperature, the water is gaseous.| Enter the temperature: 70 <br>Enter the unit (C or F): F <br>At that temperature, the water is liquid.|"
   ]
  },
  {
   "cell_type": "raw",
   "metadata": {},
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "nbgrader": {
     "grade": false,
     "grade_id": "cell-634d1a18b8d42e86",
     "locked": false,
     "schema_version": 1,
     "solution": true
    },
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "#exercise #1\n",
    "# YOUR CODE HERE"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "cell_style": "center",
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "- <font color='blue'>Exercise# 2:</font> A supermarket awards coupons depending on how much a customer spends on groceries. For example, if you spend $50, you will get a coupon worth eight percent of that amount. The following table shows the percent used to calculate the coupon awarded for different amounts spent. Write a program that calculates and prints the value of the coupon a person can receive based on groceries purchased. A sample run is as follows:<br>\n",
    "Note: If the cost is not valid, your program will display the following message:<br>\n",
    "\"the cost must be a positive value\""
   ]
  },
  {
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    "ch03-lab-fig1.PNG": {
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    }
   },
   "cell_type": "markdown",
   "metadata": {
    "cell_style": "center",
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "![ch03-lab-fig1.PNG](attachment:ch03-lab-fig1.PNG)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
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     "grade": false,
     "grade_id": "cell-831668a818326720",
     "locked": false,
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   "outputs": [],
   "source": [
    "#exercise #2\n",
    "# YOUR CODE HERE"
   ]
  },
  {
   "cell_type": "raw",
   "metadata": {},
   "source": [
    "Sample runs\n",
    "Please enter the cost of your groceries: 7\n",
    "You win a discount coupon of $0.00. (0% of your purchase)\n",
    "\n",
    "Please enter the cost of your groceries: 59.9\n",
    "You win a discount coupon of $4.79. (8% of your purchase)\n",
    "\n",
    "Please enter the cost of your groceries: 210\n",
    "You win a discount coupon of $29.40. (14% of your purchase)\n",
    "\n",
    "Please enter the cost of your groceries: -20.5\n",
    "the cost must be a positive value"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "- <font color='blue'>Exercise# 3:</font> Write a program that asks the user to enter a month (1 for January, 2 for February, and so on) and then prints the number of days in the month. For February, print “28 or 29 days”.\n",
    "\n",
    "    - Enter a month:5 30 days\n",
    "    - Do not use a separate if/else branch for each month. Use Boolean operators. \n",
    "    - months with 30 days: 4, 6, 9, 11 \n",
    "   \n",
    "   \n",
    "| Sample Run | Sample Run | Sample Run| Sample Rrun\n",
    "| :-- | :-- | :-- | :--\n",
    "|Enter a month: 6<br>30 days|Enter a month: 3<br>31 days|Enter a month: 2<br>28 or 29 days|Enter a month: 0<br>Wrong input\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "nbgrader": {
     "grade": false,
     "grade_id": "cell-49086fa4c5681df1",
     "locked": false,
     "schema_version": 1,
     "solution": true
    },
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "#exercise #3\n",
    "# YOUR CODE HERE"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "cell_style": "center",
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "- <font color='blue'>Exercise# 4:</font> Write a program that prompts the user to provide a single character from the alphabet.\n",
    "Print Vowel or Consonant, depending on the user input. If the user input is not a letter (between a and z or A and Z), or is a string of length > 1, print an error message.  \n",
    "\n",
    "| Sample Run | Sample Run | Sample Run|Sample Run|\n",
    "| :-- | :-- | :-- |:--|\n",
    "|Enter one character: python<br>That input didn't have a valid length.|Enter one character: B<br>Consonant|Enter one character: e<br>Vowel|Enter one character: &<br>That was neither a vowel nor a consonant.|"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "nbgrader": {
     "grade": false,
     "grade_id": "cell-923fd2d90ef69ff6",
     "locked": false,
     "schema_version": 1,
     "solution": true
    },
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "#exercise #4\n",
    "# YOUR CODE HERE"
   ]
  }
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