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Commit 24f87f7f authored by William Dos Santos's avatar William Dos Santos
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Deleted exercise 1

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{
"cells": [
{
"cell_type": "markdown",
"id": "becc5c8b",
"metadata": {},
"source": [
"# Exercise 1: Jupyter Notebooks\n",
"## Introduction to Jupyter Notebooks\n",
"Try out different cell types, including code and markdown cells."
]
},
{
"cell_type": "markdown",
"id": "4cd048de",
"metadata": {},
"source": [
"### 1: Markdown cells"
]
},
{
"cell_type": "markdown",
"id": "f9f4a25b",
"metadata": {},
"source": [
"#### 1.1 Headers in Markdown\n",
"\n",
"Create 4 header levels using Markdown. Each header should be labeled as \"Level 1\", \"Level 2\", \"Level 3\", and \"Level 4\", corresponding to the Markdown syntax for headers.<br>"
]
},
{
"cell_type": "markdown",
"id": "4e959eae",
"metadata": {},
"source": [
"# Level 1\n",
"\n",
"## Level 2\n",
"\n",
"### Level 3\n",
"\n",
"#### Level 4"
]
},
{
"cell_type": "markdown",
"id": "9778cbbe",
"metadata": {},
"source": [
"#### 1.2 Text formatting in Markdown\n",
"Write the following words with the desired formatting using a line break between each word <br>\n",
"A word printed **in bold**: “Word1” <br>\n",
"One word printed in *italics*: “Word2” <br>\n",
"One ~~strikethrough~~ word: “Word3” <br>\n",
"One ___italic and bold word___: “Word4” <br>\n",
"\n"
]
},
{
"cell_type": "markdown",
"id": "b0a6b08a",
"metadata": {},
"source": [
"**Word 1**\n",
"\n",
"*Word 2*\n",
"\n",
"~~Word 3~~\n",
"\n",
"***Word 4***"
]
},
{
"cell_type": "markdown",
"id": "189de41f",
"metadata": {},
"source": [
"#### 1.3 Tables in Markdown\n",
"\n",
"Create a table with three columns and three rows that contains the profiles of three individuals, including their name, age, and profession. <br>\n",
"Use the extension **\"Nice Tables\"** for this\n",
"\n",
"\n",
"1. To download the extension, open the Extensions Menu on the left side of your Markdown editor.\n",
"2. Search for \"Nice Tables\" and install it.\n",
"3. Once installed, use it to create the table structure and fill it with the appropriate data.\n",
"4. Open the Command Menu with CTRL + SHIFT + P.\n",
"5. Search for \"Text Tables: Create Table\".\n",
"6. Enter the desired table size. You can navigate between cells using the Tab key. The size of the cells should adjust automatically.\n",
"\n",
"\n",
"\n",
"\n"
]
},
{
"cell_type": "markdown",
"id": "80a329a0",
"metadata": {},
"source": [
"| Name | Age | Profession | \n",
"|-----|-----|-----| \n",
"| Andri | 30 | Student | \n",
"| Jonas | 24 | Student | \n",
"| Andrin | 24 | Student | "
]
},
{
"cell_type": "markdown",
"id": "e3d789bd",
"metadata": {},
"source": [
"#### 1.4 Mathematical formulas in Markdown\n",
"Insert the formula for calculating the volume of a sphere from a radius <br>\n",
"> here a Cheat sheet that can help: https://www.upyesp.org/posts/makrdown-vscode-math-notation/ \n",
"\n",
"Example midnight formula:\n",
"x = $\\frac{-b \\pm \\sqrt{b^2 - 4ac}}{2a}$\n"
]
},
{
"cell_type": "markdown",
"id": "4845547f",
"metadata": {},
"source": [
"\n",
"V = $\\frac{4}{3} \\times r^3 \\times \\pi$\n",
"\n",
"x = $\\frac{-b \\pm \\sqrt{b^2-4ac}}{2a}$\n"
]
},
{
"cell_type": "markdown",
"id": "303a067d",
"metadata": {},
"source": [
"#### 1.5 Links and Images\n",
"##### 1.5.1 Web Images\n",
"Add any image from the web in Markdown and add a hyperlink with the URL matching the image<br>\n"
]
},
{
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"
}
},
"cell_type": "markdown",
"id": "5e462611",
"metadata": {},
"source": [
"![image.png](attachment:image.png)\n",
"\n",
"[Hyperlink to OST Logo](https://play-lh.googleusercontent.com/0kESu2OP8SRdQ2IvnlBXY1SKtIKy2-OpxXpc1Yf-KHCDE3B0eATDdFJ-PzgGkI4v8g)"
]
},
{
"cell_type": "markdown",
"id": "be12e31e",
"metadata": {},
"source": [
"##### 1.5.2 local Images\n",
"Add an image to the project by first creating a new folder named Pictures inside the week_1 folder. Place the image file in this folder and update the Markdown file with a relative link to the image, ensuring the link works regardless of where the project is saved or moved.\n",
"\n",
"> To make sure the link works universally, use a relative path like (./week_1/Pictures/image_name.jpg)\" instead of an absolute path."
]
},
{
"cell_type": "markdown",
"id": "8ada16b2",
"metadata": {},
"source": [
"![image.png](./Pictures/unnamed.png)"
]
},
{
"cell_type": "markdown",
"id": "9bd17dcb",
"metadata": {},
"source": [
"![image.jpg](./Pictures/s-l-benfica-logoon-dark-background-ry9hav5r8o56fael.jpg)"
]
},
{
"cell_type": "markdown",
"id": "d4878f98",
"metadata": {},
"source": [
"#### 1.6 Lists\n",
"##### 1.6.1 numbered lists\n",
"Create an ordered list as shown in the example below\n",
"\n",
"1. First item\n",
"2. Second item\n",
"3. Third item\n",
" 1. Indented item\n",
" 2. Indented item\n",
"4. Fourth item \n",
"<br> <br>\n",
"The list should consist of two main items fruits and vegetables, with sub-items of fruits being bananas and apples and sub-items of vegetables being carrots and potatoes"
]
},
{
"cell_type": "markdown",
"id": "5795b9c2",
"metadata": {},
"source": [
"1. First item\n",
"\n",
"1. Second item\n",
"\n",
"1. Third item \n",
" 1. Indented item\n",
" 1. Indented item\n",
"1. Fourth item"
]
},
{
"cell_type": "markdown",
"id": "8e9c74ff",
"metadata": {},
"source": [
"1. **fruits**\n",
" 1. bananas\n",
" 1. apples\n",
" \n",
"1. **vegetables**\n",
" 1. carrots\n",
" 1. potatoes"
]
},
{
"cell_type": "markdown",
"id": "68f111de",
"metadata": {},
"source": [
"##### 1.6.1 Bulletpoint lists\n",
"Create an unordered list with bullet points with Point 1 Point 2"
]
},
{
"cell_type": "markdown",
"id": "91fa94cf",
"metadata": {},
"source": [
"* ***Point 1***\n",
"* **Point 2**\n",
"* *Point 3*\n",
"* Point 4"
]
},
{
"cell_type": "markdown",
"id": "91106711",
"metadata": {},
"source": []
},
{
"cell_type": "markdown",
"id": "81e4c706",
"metadata": {},
"source": [
"1.7 Quotes\n",
"Make the sentence below a quotation <br>\n",
"Programming is the art of telling another human being what one wants the computer to do."
]
},
{
"cell_type": "markdown",
"id": "177f1a55",
"metadata": {},
"source": [
"> \"Programming is the art of telling other human being what one wants the computer to do.\""
]
},
{
"cell_type": "markdown",
"id": "97ae5c25",
"metadata": {},
"source": [
"#### 2: Code Cells\n"
]
},
{
"cell_type": "markdown",
"id": "432de469",
"metadata": {},
"source": [
"#### 2.1 Hello world!\n",
"Next insert a code cell which displays hello world!\n"
]
},
{
<<<<<<< HEAD
"cell_type": "code",
"execution_count": 1,
"id": "24dc251f",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Hello World!\n"
]
}
],
"source": [
"msg = \"Hello World!\"\n",
"print(msg)"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "11ffe117",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Hello again!\n"
]
}
],
"source": [
"print(\"Hello again!\")"
]
},
{
=======
>>>>>>> ee7241d406611ae6f4b624b57678d19a460cc4be
"cell_type": "markdown",
"id": "bc1be52c",
"metadata": {},
"source": [
"#### 2.2: First step in Python"
]
},
{
"cell_type": "markdown",
"id": "d4cc568a",
"metadata": {},
"source": [
"Create a Python program that performs the following arithmetic operations using two variables ``a`` and ``b``\n",
"\n",
"- Addition \n",
"- Subtraction \n",
"- Multiplication \n",
"- Division "
]
},
{
"cell_type": "code",
"execution_count": 26,
"id": "4fdc25ef",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"15\n",
"Subtraction: 5\n",
"Multiplication: 10 * 5 = 50\n",
"Division: 10 / 5 = 2.0\n"
]
}
],
"source": [
"a = 10\n",
"b = 5\n",
"\n",
"addition = a + b\n",
"subtraction = a - b\n",
"multiplication = a * b\n",
"division = a / b\n",
"\n",
"print(addition)\n",
"print(\"Subtraction:\",subtraction)\n",
"print(f\"Multiplication: {a} * {b} = {multiplication}\")\n",
"print(f\"Division: {a} / {b} = {division}\")\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": "3.11.9"
}
},
"nbformat": 4,
"nbformat_minor": 5
}
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