diff --git a/ClassData/Ode_to_git.txt b/ClassData/Ode_to_git.txt index 52cfec9..c52d01c 100644 --- a/ClassData/Ode_to_git.txt +++ b/ClassData/Ode_to_git.txt @@ -13,3 +13,5 @@ Yet still I'll try to get the gist, With my head held high and my hand in fist. Here are changes, I've never been too good at poetry. + +Additions here diff --git a/CodeSprints/Python101.ipynb b/CodeSprints/Python101.ipynb index 965b074..7bd01d2 100644 --- a/CodeSprints/Python101.ipynb +++ b/CodeSprints/Python101.ipynb @@ -59,15 +59,26 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": { "id": "dDbAs3T32YBO" }, - "outputs": [], - "source": [ - "name = \"Gandolf\" #type your name before the pound sign, make sure you put it in quotes!\n", - "age = \"135\" #type your age before the pound sign, make sure you put it in quotes! More on this later.\n", - "address = \"The Shire\" #type your address before the pound sign, make sure you put it in quotes!\n", + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "My name is Henri. I am 33 years old. \n", + "I am a data scientist! \n", + "It's kind of like being a wizard. \n", + "To see if I can tell you something about your environmental past or future, visit me at Helsinki.\n" + ] + } + ], + "source": [ + "name = \"Henri\" #type your name before the pound sign, make sure you put it in quotes!\n", + "age = \"33\" #type your age before the pound sign, make sure you put it in quotes! More on this later.\n", + "address = \"Helsinki\" #type your address before the pound sign, make sure you put it in quotes!\n", "story = \"My name is \" + name + \". I am \" + age + \" years old. \\nI am a data scientist! \\nIt's kind of like being a wizard. \\nTo see if I can tell you something about your environmental past or future, visit me at \" + address + \".\"\n", "print(story)\n" ] @@ -94,11 +105,23 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "metadata": { "id": "NuHC8qRs2YBR" }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "from IPython.display import Image\n", "Image(\"https://cdn.mindmajix.com/blog/images/Screenshot_12-460x385.png\")" @@ -106,11 +129,22 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": { "id": "DQ9O8ML12YBS" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "\n", + "\n", + "\n" + ] + } + ], "source": [ "print(type(name))\n", "print(type(age))\n", @@ -120,11 +154,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "metadata": { "id": "trgnWajj2YBT" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "33.0\n", + "\n" + ] + } + ], "source": [ "#We can convert numeric strings to numeric formats using either float() or int()\n", "age = float(age)\n", @@ -134,11 +177,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "metadata": { "id": "fZbHn4Nq2YBU" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "33\n", + "\n" + ] + } + ], "source": [ "age=int(age)\n", "print(age)\n", @@ -147,11 +199,23 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "metadata": { "id": "c250Qu6C2YBV" }, - "outputs": [], + "outputs": [ + { + "ename": "TypeError", + "evalue": "can only concatenate str (not \"int\") to str", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mTypeError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[6], line 3\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[38;5;66;03m#But we cannot input a numeric value into a string:\u001b[39;00m\n\u001b[1;32m 2\u001b[0m \u001b[38;5;66;03m#Copy and paste this code into the code cell under task 2. Edit it to complete task 2.\u001b[39;00m\n\u001b[0;32m----> 3\u001b[0m story \u001b[38;5;241m=\u001b[39m \u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mMy name is \u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m \u001b[49m\u001b[38;5;241;43m+\u001b[39;49m\u001b[43m \u001b[49m\u001b[43mname\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m+\u001b[39;49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43m. I am \u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m \u001b[49m\u001b[38;5;241;43m+\u001b[39;49m\u001b[43m \u001b[49m\u001b[43mage\u001b[49m \u001b[38;5;241m+\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m years old. Find me at \u001b[39m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;241m+\u001b[39m address \u001b[38;5;241m+\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m.\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 4\u001b[0m \u001b[38;5;28mprint\u001b[39m(story)\n", + "\u001b[0;31mTypeError\u001b[0m: can only concatenate str (not \"int\") to str" + ] + } + ], "source": [ "#But we cannot input a numeric value into a string:\n", "#Copy and paste this code into the code cell under task 2. Edit it to complete task 2.\n", @@ -176,13 +240,25 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "metadata": { "id": "q7WIdjut2YBX" }, - "outputs": [], - "source": [ - "#Type story here\n" + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "My name is Henri. I am 33 years old. Find me at Helsinki.\n" + ] + } + ], + "source": [ + "#Type story here\n", + "#But we cannot input a numeric value into a string:\n", + "#Copy and paste this code into the code cell under task 2. Edit it to complete task 2.\n", + "story = \"My name is \" + name + \". I am \" + str(age) + \" years old. Find me at \" + address + \".\"\n", + "print(story)\n" ] }, { @@ -266,19 +342,27 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "metadata": { "id": "f3dsSKp_2YBZ" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "38 396 False\n" + ] + } + ], "source": [ "#first, convert \"age\" back to a numeric (float) variable\n", - "age =\n", + "age = 33\n", "\n", "#Complete your equations in python syntax below. Remember to use \"age\" as a variable.\n", - "a =\n", - "b =\n", - "c =\n", + "a = age + 5\n", + "b = age * 12\n", + "c = age > 100\n", "print(a,b,c)" ] }, @@ -294,11 +378,22 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "metadata": { "id": "OG-b15zX2YBa" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "4" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "#For example, this function takes one input value, X:\n", "def fun1 (x):\n", @@ -312,26 +407,46 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 13, "metadata": { "id": "wn2chIzn2YBa" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "10" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "#Functions can have more than one input:\n", "def fun2 (x, y):\n", " return x * y\n", "\n", - "fun2(2,3) #experiment with different values" + "fun2(5,2) #experiment with different values" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 14, "metadata": { "id": "4zTWMDes2YBc" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "10\n", + "100\n" + ] + } + ], "source": [ "#And we often store what the function returns as a new variable\n", "#Here, we're creating two variables: x and x_sq\n", @@ -359,13 +474,28 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 16, "metadata": { "id": "TF2eULfe2YBc" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "49.162499999999994" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "#write tip15 function here\n" + "#write tip15 function here\n", + "def tip15 (x):\n", + " return x*1.15\n", + "\n", + "tip15(42.75)\n" ] }, { @@ -381,13 +511,28 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 18, "metadata": { "id": "-zSWJ5Ys2YBd" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "53.4375" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "#write tip function here\n" + "#write tip function here\n", + "def tip(x,y):\n", + " return x*((100 + y)/100)\n", + "\n", + "tip(42.75,25)\n" ] }, { @@ -408,11 +553,30 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 56, "metadata": { "id": "a7PgOjXl2YBd" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['Homer', 'Marge', 'Bart', 'Maggie', 'Lisa']\n", + "[40, 39, 11, 1, 9]\n" + ] + }, + { + "data": { + "text/plain": [ + "list" + ] + }, + "execution_count": 56, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "names = [\"Homer\", \"Marge\", \"Bart\", \"Maggie\", \"Lisa\"]\n", "ages = [40,39,11,1,9]\n", @@ -433,11 +597,29 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 57, "metadata": { "id": "7u9tWMn42YBe" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[['Homer', 'Marge', 'Bart', 'Maggie', 'Lisa'], [40, 39, 11, 1, 9]]\n" + ] + }, + { + "data": { + "text/plain": [ + "list" + ] + }, + "execution_count": 57, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "names_and_ages = [names, ages]\n", "print(names_and_ages)\n", @@ -463,11 +645,19 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 58, "metadata": { "id": "UGUn_S642YBe" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "40\n" + ] + } + ], "source": [ "first = ages[0]\n", "print(first)" @@ -484,11 +674,22 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 59, "metadata": { "id": "_iwBxGWW2YBe" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "45" + ] + }, + "execution_count": 59, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "ages[0]+5" ] @@ -505,13 +706,23 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 60, "metadata": { "id": "s8Ds_LIx2YBf" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "name:Bart,age:11\n" + ] + } + ], "source": [ - "# type answer here\n" + "# type answer here\n", + "name_and_age_third = \"name:\" + names[2] + \",\" + \"age:\" +str(ages[2])\n", + "print(name_and_age_third)\n" ] }, { @@ -526,13 +737,24 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 61, "metadata": { "id": "ZBFhfRLQ2YBf" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['Homer', 'Marge', 'Bart', 'Maggie', 'Lisa', 'Grandpa']\n" + ] + } + ], "source": [ - "# type answer here\n" + "# type answer here\n", + "names.append(\"Grandpa\")\n", + "ages.append(67)\n", + "print(names)\n" ] }, { @@ -547,13 +769,23 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 62, "metadata": { "id": "TTjJPURM2YBg" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[40, 39, 11, 2, 9, 67]\n" + ] + } + ], "source": [ - "# type answer here\n" + "# type answer here\n", + "ages[3] = ages[3]+1\n", + "print(ages)\n" ] }, { @@ -569,11 +801,23 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 63, "metadata": { "id": "0tXSxws12YBg" }, - "outputs": [], + "outputs": [ + { + "ename": "TypeError", + "evalue": "can only concatenate list (not \"int\") to list", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mTypeError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[63], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[43mages\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m+\u001b[39;49m\u001b[43m \u001b[49m\u001b[38;5;241;43m5\u001b[39;49m\n\u001b[1;32m 2\u001b[0m \u001b[38;5;66;03m#this returns an error. But hey! Errors are opportunities! Google your error message, see if you can find a workaround!\u001b[39;00m\n", + "\u001b[0;31mTypeError\u001b[0m: can only concatenate list (not \"int\") to list" + ] + } + ], "source": [ "ages + 5\n", "#this returns an error. But hey! Errors are opportunities! Google your error message, see if you can find a workaround!" @@ -591,11 +835,21 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 64, "metadata": { "id": "y7gV1C3e2YBh" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "cat 3\n", + "window 6\n", + "defenestrate 12\n" + ] + } + ], "source": [ "#Measure some strings\n", "words = ['cat', 'window', 'defenestrate']\n", @@ -618,11 +872,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 65, "metadata": { "id": "vec-_fC62YBi" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "6\n", + "range(0, 6)\n" + ] + } + ], "source": [ "print(len(ages))\n", "# What does len() do?\n", @@ -631,11 +894,24 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 66, "metadata": { "id": "hywN1U-L2YBi" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "40\n", + "39\n", + "11\n", + "2\n", + "9\n", + "67\n" + ] + } + ], "source": [ "for y in range(len(ages)):\n", " print(ages[y])" @@ -653,13 +929,31 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 70, "metadata": { "id": "MWA7Vv_D2YBj" }, - "outputs": [], - "source": [ - "# type your for loop here\n" + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "41\n", + "40\n", + "12\n", + "3\n", + "10\n", + "68\n" + ] + } + ], + "source": [ + "# type your for loop here\n", + "\n", + "for i in range(len(names_and_ages[1])):\n", + " print(names_and_ages[1][i] + 1)\n", + "\n", + "\n" ] }, { @@ -674,11 +968,23 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 43, "metadata": { "id": "r0CobJ0h2YBk" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Homer is an adult\n", + "Marge is an adult\n", + "Bart is an adolescent\n", + "Maggie is a child\n", + "Lisa is a child\n" + ] + } + ], "source": [ "for y in range(len(ages)):\n", " if ages[y]>=18:\n", @@ -712,13 +1018,35 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 69, "metadata": { "id": "QzxVblRl2YBl" }, - "outputs": [], - "source": [ - "# Write for loop here\n" + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "41\n", + "40\n", + "12\n", + "2\n", + "10\n", + "68\n" + ] + } + ], + "source": [ + "# Write for loop here\n", + "for y in range(len(ages)):\n", + " if names[y] == \"Maggie\":\n", + " print(ages[y] + 0)\n", + " else:\n", + " print(ages[y] + 1)\n", + "\n", + "\n", + "\n", + "\n" ] }, { @@ -752,11 +1080,22 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 51, "metadata": { "id": "xmHK9Gkt2YBm" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "array([45, 44, 16, 7, 14])" + ] + }, + "execution_count": 51, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "import numpy as np #import the numpy package, and call it np\n", "ages = np.array(ages)\n", @@ -766,12 +1105,36 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 71, "metadata": { "id": "I0Lq8lRs2YBm", "scrolled": true }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " names ages\n", + "0 Homer 40\n", + "1 Marge 39\n", + "2 Bart 11\n", + "3 Maggie 2\n", + "4 Lisa 9\n", + "5 Grandpa 67\n" + ] + }, + { + "data": { + "text/plain": [ + "pandas.core.frame.DataFrame" + ] + }, + "execution_count": 71, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "import pandas as pd #import the pandas pacakge, and call it pd\n", "names_and_ages = pd.DataFrame({'names':names,'ages':ages})\n", @@ -791,11 +1154,25 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 72, "metadata": { "id": "zPwvkba02YBn" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " names ages ages_5yr\n", + "0 Homer 40 45\n", + "1 Marge 39 44\n", + "2 Bart 11 16\n", + "3 Maggie 2 7\n", + "4 Lisa 9 14\n", + "5 Grandpa 67 72\n" + ] + } + ], "source": [ "names_and_ages['ages_5yr']=names_and_ages.ages + 5\n", "print(names_and_ages)" @@ -814,33 +1191,75 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 73, "metadata": { "id": "hkM74eLc2YBn" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0 Homer\n", + "1 Marge\n", + "2 Bart\n", + "3 Maggie\n", + "4 Lisa\n", + "5 Grandpa\n", + "Name: names, dtype: object\n" + ] + } + ], "source": [ "print(names_and_ages['names']) #index by column name" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 74, "metadata": { "id": "HQFTGA5G2YBn" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0 Homer\n", + "1 Marge\n", + "2 Bart\n", + "3 Maggie\n", + "4 Lisa\n", + "5 Grandpa\n", + "Name: names, dtype: object\n" + ] + } + ], "source": [ "print(names_and_ages.names) #call column name as an object attribute" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 75, "metadata": { "id": "_Br6mw_j2YBn" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0 Homer\n", + "1 Marge\n", + "2 Bart\n", + "3 Maggie\n", + "4 Lisa\n", + "5 Grandpa\n", + "Name: names, dtype: object\n" + ] + } + ], "source": [ "print(names_and_ages.iloc[:,0]) #use pandas built-in indexing function" ] @@ -856,11 +1275,19 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 76, "metadata": { "id": "Yf0Y58if2YBn" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "45\n" + ] + } + ], "source": [ "print(names_and_ages.iloc[0,2])" ]