{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# CS 237 Tutorial on Markdown Cells\n", "\n", "The subtitle to this notebook is How to Write Beautiful Answers in your CS 237 Homeworks because we are going to explore how to use the Markup Cells (where\n", "you put text with various formatting commands). \n", "\n", "The Markdown language you can use inside Markdown cells translates into HTML\n", "before being rendered, and you can use either the Markdown features or plain HTML.\n", "It also allows you to use Latex for beautifully-formatted mathematics (we will look at Latex in the next tutorial). \n", "\n", "There are various resources to help you learn Markdown:\n", "\n", " - Simple Tutorial: https://markdown-guide.readthedocs.io/en/latest/basics.html\n", " - A Markdown Cheatsheet: https://github.com/adam-p/markdown-here/wiki/Markdown-Cheatsheet\n", " - Another Markdown Cheatsheet: https://medium.com/ibm-data-science-experience/markdown-for-jupyter-notebooks-cheatsheet-386c05aeebed\n", " - Older, explaining relationship to HTML: https://daringfireball.net/projects/markdown/basics\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 1. Basic text \n", "\n", "**(A)** If you simply type text, it will be formatted with line breaks according to the width of the cell (as with HTML in a web page--if you change the width of this window, you will see the effect). \n", "\n", "To get a line break, leave *two blank spaces* at the end of the line. \n", "The previous line has two spaces at the end and so does this one \n", "so you can see the effect. \n", "\n", "To separate text into paragraphs, with a blank line between, \n", "simply insert a blank line.\n", "\n", "There is a blank line above this one. \n", "\n", "This is the second paragraph, which is going to be followed by a third.\n", "\n", "Yup, here is the third. \n", "\n", "\n", "This usually works fine, but if in doubt, leave two blank lines!\n", "\n", "**(B)** The other thing you can do, if you don't know anything better, is to **indent** the\n", "text -- Markdown will assume that this is \"preformatted text\" as with the HTML `
` command. \n",
    "\n",
    "    Here I have simply hit a tab before the line, and\n",
    "    so it will simply give me the characters I type with no\n",
    "    attempt to format them.  So I can type  this  and\n",
    "    it will not be formatted. \n",
    "    \n",
    "**(C)**  So the simplest thing is to write text as normal, \n",
    "\n",
    "    and then indented, so you can just use \"ASCII Art\" or \"ASCII Math\" to\n",
    "    write your answers:\n",
    "    \n",
    "    The probability of getting a Head for the first time after K tosses\n",
    "    is P( 2^k ), and the probability of getting a head in the first 4 tosses\n",
    "    is hence:\n",
    "    \n",
    "             P( Heads within 4 tosses ) = 1/2 + 1/4 + 1/8 + 1/16 = 15/16. \n",
    "             \n",
    "Next week, we will explore how to do this with Latex, so you can get better-looking\n",
    "math:\n",
    "\n",
    "$$P(\\,\\text{Heads within $4$ tosses}\\,) = \\frac{1}{2^1} + \\frac{1}{2^2} + \\frac{1}{2^3} + \\frac{1}{2^4}  = \\frac{1}{2} + \\frac{1}{4} + \\frac{1}{8} + \\frac{1}{16}  = \\frac{15}{16}.$$\n",
    "\n",
    "\n",
    "\n",
    "**(D)**  If for any reason, you need a line break, you can use the HTML command for a break, as shown here:\n",
    "\n",
    "    This is a line with a 
break in the middle, and now,
another one. \n", "\n", "This is a line with a
break in the middle, and now,
another one. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 2. Headings and HTML\n", "\n", "**(A)** Markdown allows several sides of headings, using\n", "\n", " # Large\n", " ## Pretty Large\n", " ### Not that large\n", " #### Probably too small\n", " ##### Definitely too small\n", " ###### Why bother?\n", "\n", "which produce boldface text in various sizes, as long as you don't indent it:\n", "\n", "\n", "# Large\n", "## Pretty Large\n", "### Not that large\n", "#### Probably too small\n", "##### Definitely too small\n", "###### Why bother?\n", "\n", "**(B)** In fact, these are translated into HTML headings, so you could also use HTML directly:\n", "\n", "

Large

\n", "

Pretty Large

\n", "

Not that large

\n", "

Probably too small

\n", "
Definitely too small
\n", "
Why bother?
\n", "\n", "\n", "

Large

\n", "

Pretty Large

\n", "

Not that large

\n", "

Probably too small

\n", "
Definitely too small
\n", "
Why bother?
\n", "\n", "\n", "**(C)** In general, you can use simple HTML formatting in Markdown cells,\n", "so for example, you can center a title or text as follows:\n", "\n", "

Large

\n", "

Large

\n", "
hi there from the center!
\n", "\n", "\n", "

Large

\n", "

Large

\n", "
hi there from the center!
\n", "\n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 3. Emphasis and fonts\n", "\n", "**(A)** Markdown gives you two simple ways to emphasize text, with\n", "*italics* (surround with one asterisk on each side) or **boldface** (surround with two asterisks):\n", "\n", "***\n", " *Italics*\n", "\n", " **Boldface**\n", "\n", " ***Italics and Boldface (probably too much!)***\n", "***\n", "*Italics*\n", "\n", "**Boldface**\n", "\n", "***Italics and Boldface (probably too much!)***\n", "***\n", "\n", "\n", "**(B)** HTML formatting will work as well:\n", "\n", "***\n", " Bold\n", " \n", " Italic\n", "\n", " Highlighted text\n", "\n", " Strike through\n", " \n", " Subscripts and superscripts: 2 (e - π) and A i = 1\n", "***\n", "Bold\n", "\n", "Italic\n", "\n", "Highlighted text\n", "\n", "Strike through\n", "\n", "Subscripts and superscripts: 2 (e - π) and A i = 1\n", "***\n", "\n", "See here for complete information on HTML text formatting. It is better to use Latex for any kind\n", "of mathematically typesetting, and we will learn that next week. \n", "\n", "\n", "**(C)** Changing the fonts is a little more complicated, and we won't worry about that.\n", "You can change the color, although this gets pretty annoying if you over-do it:\n", "\n", "***\n", " First we have green, and then we\n", " have blue, and then we have\n", " red.\n", "***\n", "First we have green, and then we\n", "have blue, and then we have\n", "red.\n", "***" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4. Horizontal Lines\n", "\n", "If you type three asterisks in a row by themselves, you will get a horizontal line:\n", "\n", "***\n", "\n", "You can also use dashes or underscores, and an \"ASCII Art\"\n", "line created by multiple dashes will format as a horizontal line:\n", "\n", " -----------------------------------------------------------------\n", "\n", "-----------------------------------------------------------------\n", "\n", "However, my experience is that these are a bit buggy, and sometimes\n", "complicated series of multiple lines don't display properly. Keep it simple,\n", "and use at your own discretion!" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 5. Indentation and lists\n", "\n", "**(A)** If you start start a line with a number, a period, and space, you will get a slightly-indented list:\n", "\n", " 1. This is the first line;\n", " 2. This is the second line; \n", " 3. And this is the third.\n", "\n", "1. This is the first line;\n", "2. This is the second line; \n", "3. And this is the third.\n", "\n", "Honestly, this is pretty clunky and I never use it, I generally\n", "use the next idea, or write HTML. \n", "\n", "**(B)** Markdown will render any of the usual HTML list commands, and also\n", "has a couple of simple ways to do simple lists, as long as you don't indent (and\n", "get preformatted text), you can simply give a \"bullet list\" with asterisks or dashes or underscores:\n", " \n", "*** \n", " * This is the first line;\n", " * This is the second;\n", " * And this is the third\n", " \n", " and if you put a blank line in the list item, you\n", " can get paragraphs. \n", " \n", " Here is the last paragraph of the third item. \n", "*** \n", "* This is the first line;\n", "* This is the second;\n", "* And this is the third\n", " \n", " and if you put a blank line in the list item, you\n", " can get paragraphs. \n", " \n", " Here is the last paragraph of the third item. \n", "*** \n", "\n", "\n", "**(C)** Of course, if you want to do something fancy, you'll have to\n", "use HTML (but only the simplest commands seem to work properly):\n", "\n", "***\n", "
    \n", "
  1. Here is a unordered list with a more complicated structure. \n", "
      \n", "
    • One item \n", "
        \n", "
      • Item
      • \n", "
      • Item
      • \n", "
      • Item
      • \n", "
      \n", "
    • \n", "
    • Item
    • \n", "
    \n", "
  2. \n", "
  3. Here is a ordered list with a more complicated structure. \n", "
      \n", "
    1. One item \n", "
        \n", "
      1. Item
      2. \n", "
      3. Item
      4. \n", "
      5. Item
      6. \n", "
      \n", "
    2. \n", "
    3. Item
    4. \n", "
    \n", "
  4. \n", "
  5. Or combined:\n", "
      \n", "
    • One item \n", "
        \n", "
      1. Item
      2. \n", "
          \n", "
        • One
        • \n", "
        • Two
        • \n", "
        \n", "
      3. Item
      4. \n", "
      5. Item
      6. \n", "
      \n", "
    • \n", "
    • Item
    • \n", "
    \n", "
  6. \n", "
\n", "\n", "***\n", "
    \n", "
  1. Here is a unordered list with a more complicated structure. \n", "
      \n", "
    • One item \n", "
        \n", "
      • Item
      • \n", "
      • Item
      • \n", "
      • Item
      • \n", "
      \n", "
    • \n", "
    • Item
    • \n", "
    \n", "
  2. \n", "
  3. Here is a ordered list with a more complicated structure. \n", "
      \n", "
    1. One item \n", "
        \n", "
      1. Item
      2. \n", "
      3. Item
      4. \n", "
      5. Item
      6. \n", "
      \n", "
    2. \n", "
    3. Item
    4. \n", "
    \n", "
  4. \n", "
  5. Or combined:\n", "
      \n", "
    • One item \n", "
        \n", "
      1. Item
      2. \n", "
          \n", "
        • One
        • \n", "
        • Two
        • \n", "
        \n", "
      3. Item
      4. \n", "
      5. Item
      6. \n", "
      \n", "
    • \n", "
    • Item
    • \n", "
    \n", "
  6. \n", "
\n", "\n", "***\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 6. Pre-formatted Text and Code Display\n", "\n", "**(A)** As shown at the top, if you simply indent a line, it will\n", "be displayed \"as is\" without formatting. This is convenient if you\n", "want to show some code:\n", "\n", " def sqrt( x ):\n", " return x ** 0.5\n", " \n", "\n", "**(B)** Or you can use back-quotes to quote code in the middle of some other text:\n", "\n", " you can do this with HTML code, `
`, or Python: `(x ** 0.5)`. \n", "\n", "you can do this with HTML code, `
`, or Python: `(x ** 0.5)`. \n", "\n", "\n", "**(C)** You can also do a block quote by putting a `>` sign before every line:\n", "\n", " > This is a block quote \n", " > with multiple lines. \n", " > If you want to make sure to have a line break, leave two spaces at the end. \n", " > Or use an explicit `
` command. \n", " >\n", " > This is useful for code
and anything you want to emphasize. \n", "\n", "> This is a block quote \n", "> with multiple lines. \n", "> If you want to make sure to have a line break, leave two spaces at the end. \n", "> Or use an explicit `
` command. \n", ">\n", "> This is useful for code
and anything you want to emphasize. \n", "\n", "***(D)*** To do a multi-line code quote, use 3 single-quotes (as in Python):\n", "\n", " ```\n", " def sqrt(x):\n", " return (x ** 0.5)\n", " ```\n", "\n", "```\n", " def sqrt(x):\n", " return (x ** 0.5)\n", "```\n", "\n", "and to quote code with language-specific code highlighting, put the\n", "name of the language after the first triple quote:\n", "\n", " ```python\n", " def sqrt(x):\n", " return (x ** 0.5)\n", " ```\n", "\n", "```python\n", " def sqrt(x):\n", " return (x ** 0.5)\n", "```" ] }, { "attachments": { "Screen%20Shot%202020-02-01%20at%201.18.37%20PM.png": { "image/png": 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" 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" } }, "cell_type": "markdown", "metadata": {}, "source": [ "## 7. Images\n", "\n", "There are several ways to include images. \n", "\n", "***(A)*** To create an image file,\n", "the **easiest** thing is to snap a picture or a scan with your phone and\n", "email it to yourself. You can also create it using a drawing program\n", "or any other way that you are familiar with. When I do this, I almost\n", "always find it easier to take a screen shot of what I created than to\n", "go to the trouble of downloading the file. But up to you!\n", "\n", "Often the images are too big and I reduce the size before inserting them in\n", "the notebook. Usually 2/3's size works for me. \n", "\n", "Once you have an image file, you can simply drag and drop it into the\n", "cell, and it will go wherever your cursor is: Here is how I usually create\n", "images: I draw them in Powerpoint (I'll probably use them in a lecture!), which\n", "is easy for me:\n", "\n", "![Screen%20Shot%202020-02-01%20at%201.18.37%20PM.png](attachment:Screen%20Shot%202020-02-01%20at%201.18.37%20PM.png)\n", "\n", "and then I do a screen shot of what I am interested and drag and drop it in; here\n", "is what ends up in the cell:\n", "\n", " ![Screen%20Shot%202020-02-01%20at%201.23.52%20PM.png](attachment:Screen%20Shot%202020-02-01%20at%201.23.52%20PM.png)\n", "\n", "and here is what results when it is run:\n", "\n", "![Screen%20Shot%202020-02-01%20at%201.23.52%20PM.png](attachment:Screen%20Shot%202020-02-01%20at%201.23.52%20PM.png)\n", "\n", "If it is too big, I use Preview or something simple to shrink it:\n", "\n", "![Screen%20Shot%202020-02-01%20at%201.18.44%20PM.png](attachment:Screen%20Shot%202020-02-01%20at%201.18.44%20PM.png)\n", "\n", "Alternately, you can use `Insert Image` on the `Edit` menu to browse for an image file, which\n", "will then be attached to the file. \n", "\n", "\n", "**(B)** You can also use the HTML image tag to load an image. The problem is that\n", "if you have a local file stored on your machine, it must accompany the notebook where it goes, which is a pain. I **don't** recommend this approach. \n", "\n", "A better way to do it would be to use the image tag to refer to an image link which\n", "is somewhere else. \n", "\n", "On my web page I have an image file for the textbook. I can load this image\n", "from the network like this:\n", "***\n", " \n", "***\n", "\n", "\n", "***\n", "\n", "\n", "\n", "Here is a nice summary of how to manage the format of images if you want to explore that. The only other feature\n", "I use is to align to the left, as follows:\n", "\n", "\n", " \n", "\n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 8. Hyperlinks\n", "\n", "You can insert normal HTML hyperlinks using the anchor tag the hyperlink in the previous cell was formatted like this:\n", "\n", " Here is a nice summary \n", " of how to manage the format of images if you want to explore that. \n", "\n", "But you can also simply paste a URL into a cell and it will create an explicit link:\n", "\n", "https://www.w3schools.com/tags/tag_img.asp" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 9. Tables\n", "\n", "Markdown does a decent job of parsing \"ASCII Art\" tables:\n", "\n", "\n", " | Userid | Gender | ClassYear | GPA | Credits | Transfer | AP |\n", " |:---------|:------:|:---------:|:------|---------|----------|----|\n", " | sanders | M | U2 | 4.00 | 33 | 0 | 12 |\n", " | clinton | F | U4 | 3.63 | 45 | 71.1 | 8 |\n", " | carson | M | U4 | 3.38 | 113 | 0 | 12 |\n", " | fiorina | F | U2 | 2.21 | 28 | 0 | 0 |\n", " | christie | M | U2 | 3.81 | 33 | 0 | 4 |\n", " | cruz | M | U3 | 3.04 | 56 | 28 | 0 |\n", " | huckabee | M | U4 | 3.20 | 80 | 44 | 24 |\n", " | trump | M | U4 | 2.58 | 66 | 30 | 0 |\n", " | bush | M | U3 | 2.84 | 64 | 0 | 0 |\n", " | rubio | M | U4 | 3.92 | 106 | 3 | 24 |\n", "\n", "\n", "\n", "| Userid | Gender | ClassYear | GPA | Credits | Transfer | AP |\n", "|:---------|:------:|:---------:|:------|---------|----------|----|\n", "| sanders | M | U2 | 4.00 | 33 | 0 | 12 |\n", "| clinton | F | U4 | 3.63 | 45 | 71.1 | 8 |\n", "| carson | M | U4 | 3.38 | 113 | 0 | 12 |\n", "| fiorina | F | U2 | 2.21 | 28 | 0 | 0 |\n", "| christie | M | U2 | 3.81 | 33 | 0 | 4 |\n", "| cruz | M | U3 | 3.04 | 56 | 28 | 0 |\n", "| huckabee | M | U4 | 3.20 | 80 | 44 | 24 |\n", "| trump | M | U4 | 2.58 | 66 | 30 | 0 |\n", "| bush | M | U3 | 2.84 | 64 | 0 | 0 |\n", "| rubio | M | U4 | 3.92 | 106 | 3 | 24 |\n", "\n", "\n", "\n", "However, the thrill of typing all these `-`'s and `|`'s *does* wear off\n", "eventually, and you should check out this site: https://www.tablesgenerator.com/markdown_tables\n", "for an online editor for Markdown tables that allows you to design\n", "the table and copy it to your clipboard so you can paste it into your notebook.\n", "\n", "\n", "\n", "\n" ] } ], "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": "3.7.6" } }, "nbformat": 4, "nbformat_minor": 2 }