{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Before you turn this problem in, make sure everything runs as expected. First, **restart the kernel** (in the menubar, select Kernel$\\rightarrow$Restart) and then **run all cells** (in the menubar, select Cell$\\rightarrow$Run All).\n",
    "\n",
    "Make sure you fill in any place that says `YOUR CODE HERE` or \"YOUR ANSWER HERE\", as well as your name and collaborators below:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "NAME = \"\"\n",
    "COLLABORATORS = \"\""
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# IC_3.2: `school` Database"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "deletable": false,
    "editable": false,
    "nbgrader": {
     "cell_type": "code",
     "checksum": "2c15bf49fe13507b473a89ebc6ffdea5",
     "grade": false,
     "grade_id": "cell-b9abcf27cf7faf8f",
     "locked": true,
     "schema_version": 3,
     "solution": false,
     "task": false
    }
   },
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import os\n",
    "import os.path\n",
    "import json\n",
    "import sys\n",
    "import importlib\n",
    "\n",
    "module_dir = \"../../modules\"\n",
    "module_path = os.path.abspath(module_dir)\n",
    "if not module_path in sys.path:\n",
    "    sys.path.append(module_path)\n",
    "\n",
    "import dbutil\n",
    "importlib.reload(dbutil)\n",
    "\n",
    "%load_ext sql"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## School Database Schema Reference"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/jpeg": 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oACSaFyB6mMZ/PrQB7z4y8UW3hHQZtYnG9lwkSdN8jfdH07n2Br570Pwd4s+KpbxD4hvmgtGYiLILA4OCI0yAqjpn19ea3/2grqQR6VZA/IxmkYepXYB+WTVXQviZ4q0rRrTTbPw7LJFBCiK4EmGAA+bhMfN1oAo698MvEfgG2fxJ4W1J5BbjfKFHluFHU4BKuo7g9uxr2X4b+Mz4z0L7TcgLd27eXOF6E4yGA7BvT1BrzW6+Kfi+8tZbSbw1KUlRkYbZejDB/gqD4F2Gr6bqWoxX1tNBHLEjAyIyAsrHGMgc4Y0Acl438Q6poXxTvL2wZneJk8uMkldzQqB8vfk5x3rs4fgxrXiGP+1fFurP9tmG4pt8zZnnBJYDj0UADtWBqdrHefHhYZRlRcwvj3SJXH6ivqugD5EM3in4M+IYraaY3NhN820Z8uVM/NhT91x/h1Br6sXUrR9MGrxtutzD54Yd027s/lXjnx7t4n8L2l0R88d2FB9nRyR/46Pyrsvh1OjfD3T5r4gRrbsHL42hFLDnPGNo/KgDwnSbHxL8ZtZuZ7+8a2sbcg7BllTcTtVUyATgcsf/AK1dNqfwIeztmvNA1GQ3MQ3orrt3EdgynKn04rS1D4zaBpty9h4T003RJxvQCJWI7hQpZvxAqt/wnPxa15Tb6Pon2USDAleN1257hpCq8fQ0AafwW8Y6rr0F1o+sStcPahXjlc5cqxIIY9Tg4wTzz9Ky/j/NLFBpPlOy5afODjslYXwB/wCQ1qP/AF7r/wChVs/tB/6jSP8Aen/lHQBz8Hh/xp8WYo9QeZbTTIAIrdZCcHYNpYKPvHI5Y9+B0rR8dfDK403wyNZk1HP9n2sULQrGdrlWC53buOufu1714Tt4rXwvptvCMKtrD+qAk/ieawPin/yIOp/7if8AoxaAPDfhb8PpfEFtD4lXUGt1tbwZgEe4P5ex/vbxjOcdDW58fpporvSvKdlyk2cEjuldd8Cf+RNm/wCvyT/0BK439oL/AI+9K/3Jv5pQBLZeDPFfxQto9c1++NlZMB9lt1Uv8g4DbcqBn+8ck+wxXE6lZ+IPg54nhNndefFIok4yiSoDhldcnkfjjIIr660eFLfSbS3jGFjgjUD2CgCvnP8AaBH+n6Wf+mUv81oAWx+H3iv4lRDxL4n1D7NHcfPBEFL4Q9MLuUKuOnUkcmuVuINe+DviyBEuTNbSbZG25CyxZwwZMnDDHHXHHNfW+lIsWl2sSDCrCgA9gor5t/aA/wCQppv/AFxk/wDQhQB9LXd9bWNlLqN04WGGMyO3oqjJP5V8uLP4u+MutTwW0xs9LgPK87FU/dyARvc9eTgewr1T4o3Utv8ADOQRnBlWCMn2LKT+eMV494A8ca/4Y0NrLSdFe9jklaRplD8sQBj5VI4A9aAOnvvgVf6dAb3w7qjNdxDcqlfKJI/uurHafT+Yro/hP4/1HW5pvDPiIlry3UskjDDMqnDK3+0vr1I69MnN/wCFueM/+hal/KX/AOIrjPBya9c/FGHxBNps9olzNK8gMbhF8xGzlio7nPNAHT/tATSxNo/lOy5FxnBI/wCedVbDwr4v+Ktuur63eGw07G22hALZVeM7cqOcfeJyewxipv2hPvaP9Lj/ANpV734ehS30CwgjGFS2iUAegQUAfKXi7wNrnwwlt9c0m+Z42fYJUHlsr4yFYZIIIB9jjBHr9AxCT4kfDyMed9kkv4k3yKu7a8bjdgZHBKkdaxvjaAfA7k9riIj9a0fg+Sfh9p+exm/9GvQB80yeDJE+IP8Awhv21i3miP7Ts55Tdnbu/D71fTel+GJfB3gfUNLa7a7byriUSldhGY+mNzdMetePT/8AJeh/18p/6JFfR3iP/kXtQ/69Zv8A0A0AeH/AG5uLhdX+0SNJg2+NxJxnzPWtD4tePdS0+7i8I+G2ZbqYL5rx/fG/hUTuGbrkc9Mdayf2e/u6x9bf/wBq1z+g41X45TPd/N5d3c4B/wCmKuE/LaD+FAGtYfAfUry2F3rOp+TdSDcVVPN2k/3nLDJ9cfma4Hx2ni3QoYvCHiSX7TDC/n205JbKkFcBjzj2PT6Yr7YrwH4/20TaNp92R86TsgPs65P/AKCKAPWvBv8AyKGkf9eNv/6LWukrm/Bv/IoaR/142/8A6LWukoAOvBr5CsF/4V58W/sx+S2efyx6eTcfd/BcjPutfXtfOfx70HdFZeJYRyhNtKR6HLIfwO4fiKAPoyvkj4kzzeMviVD4dszlYWS0UjoCTukb/gOSD/u177oPi6C68AxeK7ls+Vas83vJECGH4sOPrXi3wT0qbWPEt74svvmMO7DHvNMSWI+i5z9aAPpy1tobK1is7ZdscKLGi+iqMAflWF4v11fDfhu81gkBoYz5ee8jfKg/76I/Cukr5v8Aj3r+Fs/DULdf9JmA/FUH/oR/KgCT4DaGzC+8UXIJaQ/Z42PU9GkP4nbz9a47xDu+H3xZGpRgrbvMLjjvFNkSAD2JYD6Vo+FvjJZeGNBttEg0pnEC4Z/OA3MTlmxsPUn1rkfiF48tPHL2s8dibSW3DKWMm/crYIH3V6HP50AfbCsrqHQggjII7ivCvj7/AMi7Y/8AX1/7I1dj8Kte/t7wZatI2ZrT/RpPXMeNp/FSPxrjvj7/AMi7Y/8AX1/7I1AHQfDTxBoNn4H062u7+2ikRH3I8qKw+djyCciu4bxX4XRSz6pZgDuZ4/8A4qvn3wf8HdK8SeG7TW7i9mie4ViVUKQMMV4z9K6M/ADRcfLqNwD7qtAGD8YPGukeI7a18NeHpPtjicSO0QJXcAVVVP8AETu7cdK9r8A6FP4c8JWWk3YxMiF5B6NIxcj8M4/CvmXxH4b1z4Sa7a6pp1wsyybvKlKDtjcjKc44PUHkdMV9aaDqqa5otpq6LtFzCkhX0LDkfgeKAPlf4aIPEfxPbVLr5iGnuyDz8xJA/IsCPpX1/XyL8ISNK+I0unT/ACu0c9uAf7yEMR/44a+uqACsTVfDeg65Ikur2cVy0Y2qZFBIB7Vt1yfiXxt4e8JPDHrczRtOGKBUZzhcZzgHHWgDQ16OOHw1fQxAKiWkqqB0ACEAV8p/CbxhovhC9vZ9ZZ1WeNFTYpbkEk9K+p9Wuob7wpdXtvkxzWUkiZGDtaMkZB6cGvmD4PeFtB8UX19Drtv9oWGNGQb3TBJIP3CKAPZv+F1+Bf8AnrP/AN+jUU/xo8DyQOiyzZZSB+6PcVsf8Kj+Hv8A0DR/3+m/+LqG4+E3w+SB3XTgCFJH76bsP9+gDxr4Cf8AI1Xf/Xm3/oxK+sq+TfgJ/wAjVd/9ebf+jEr6U8T61H4d0C81mTH+jxFlB7ueEH4sQKAPm/xrI/j34pweHYCWgt3FucdgnzTN9RyPwFegfG/w+l34Wh1S3QBtOkAwB0ikwpH4HbXhHgbxpD4S1qfXL21a9nlQqDv2YLnLN91sk4/nXpGr/HGy1jS7nSrnSG8u5iaJv3443DGfudR1FAHpXwf17+2fBsNvK2ZrFjbt67Ryh+m0gfhXqR6GvkP4I69/ZviltJlbEWoR7R6eZHll/TcPqa+vD0NAHx/8Er+x07xXcT6hPHbobN1DSuEBPmRnGSRzxX1H/wAJT4Z/6Cdp/wB/4/8A4qvjj4c+ELXxrrculXczwLHbtMGQAklWRcc/71e0f8KB0T/oIXH/AHyn+FAHoWu/Ejwhodm9wb6G5kUHZFA4kZm7D5c4+pwK8b+B+hX11rVz4ruUKwqjRoxGA8jkFseygc/WjxL8DG07S5tR0W9ad4ELmGRACwUZOGB646DHNdT8FPGN9rNpP4f1EhjZIrQsAAfL6FTjA+U4wffmgDqvi5q76T4HuhEdr3RW2U+z8t+ahhVL4LaaLHwRFckYa8lkmPrgHYP0XP41gfH2Rh4esYh91rrJ+oRsfzr0L4cRiLwNpajvAG/76JP9aAO2r5s8WalefFDxbF4M0JyNOtH3XEy8qSvDP7hfur6k56Yx1/xi8Zz+HdJTR9PJW5v1YGQcbIxw2D/eOcD05PXFZ/w71LwD4N0NYJNUtjeT4e4cN/F2UHHRenucnvQB5/8AGzTrPSLzSdM09BHBBalEUegb9SepPc19ZJ9wfSvkT4z69o+vatZTaPcpcpHAysUOQDuzivpfSfF/hnWrgWOlX0VxNt3bEOTgdTQBF450xdX8IalYsMlrd3Uf7cY3r/48BXmXwG1h7rQrvRpDk2kodPZJQeB/wJSfxr3G5RZLeRH6MpB+hFfL/wAAZGGuahEPutbqT9Q4x/M0AfU9FFFABRRRQAVx/jf/AJAn/bRf612Fcf43/wCQJ/20X+tAFrwf/wAi/B9X/wDQzXTVzPg//kX4Pq//AKGa6agAooooAKKKKACiiigAooooAKKKKACiiigD/9P6RrhPH3/INg/66/8Aspru64Tx9/yDYP8Arr/7KaAOg8N/8gO1/wCuYrbrE8N/8gO1/wCuYrboAY6hhg1y1/ZSRbp7ZcPng11lQyxB1INNOxMoqSsc5p+qCCMQ3rnzM/WruoatbwAfPjNZWo6YnmmdckgVgSpPfECZSNvSr03Oa817hE8t1eTFHJZD2Nb+n2LKFO2ksdPAYcHpXU29uqKAKhu5vCCiS28flgjGM1X1eW+g0q6n0xQ9zHC7QqwJDOFJUEDB5PFaAGKWkaHkHwx+JE3i83FlrRhivIyGjSMFd6Ec4DMckHr7GvRNe0/QL3T5D4iihe3RSWaYDCjuQx5H1BzXl/in4LaVrV++qaPctYTSMXdQu+MseSQMqVyfcj0Fc4Pgbq126rq2ttJEp6BGc/hubAoAxfghC3/CY6jJp5Y2aQOu49wZF8vPuQD+tL8fARr+nuen2c8/RzX0H4X8KaR4R07+ztJQgE7pJGOXdvVjx+AHArJ8ceAtM8cW0Md3I8E1uSY5UAJAbGQQeo4HcUAdnBc291Gs1tIsiMAwZSCCD0PFfKPhm+t/DXxhvBqrCGOS4uYt78AeYxKEnsDxz717b4C+HUHgaS5miu2uWuVVTlAgAUk+p9ah8bfC3RfGNx/aPmNaXmAplQBg4HTcpxkj1BBx+FAHfahqum6VZtqGozpDAo3F2OBj29SewHJr4/0rWv8AhIfizba0AVW4vlZAeuwfKufwAr0zTfgDYxXKyarqT3ESn/Vxx+WT7FizYH0H4127fC3RV8S2viO0keD7J5fl26AbAIxgD1570Ac58dNDn1Dw/b6vbqWNhI28DtHLgE/gVWt74UeKrLXfC9tp5kUXdlGIXjz821OEYDuCuMn1zXp00MVxE0E6h0cFWVhkEHggg9Qa8E1r4E2U96bvw/fNZqTnynUuF/3WBBA9jn60Ad58SfFll4a8N3MbSD7XdRtFBGD8xLjBbHouc5/DvXmn7Pn+r1j62/8A7UrqvDHwc0vRrwanq9y2oXK8oWXait2bBLEkdsnHtXT+B/ANj4GW6WyuJJ/tRQt5gAxs3Yxj13UAeE+NUm8D/FSLxE6E280q3KkfxKw2ygH1Bzx7j1r6osb+y1O0S+0+VZoZBlXQ5BH+e1ZXiTwxo/irTzp2sRb0zlGHDo3qp7H9D3rxGX4D3kMrLpmsFIW7NGQce+1gD+QoA6f4jfFFvDVxDpPhzybm9Zv3qsC4QdAuFI+YntngduRXoyvqMnhcyauqLdNas0yoCFVyhJAyT06da4jwf8ItB8L3SalcyNfXcfKO6hUQ+qpzz7knHbFeo3MAubaS2Y4EiFCR23DFAHzh+z5/rtX/AN2D+clfS1ef+B/h9YeBnunsriSf7UEDeYAMbN2MY/3q9AoA+V/CH/Jbr3/r5vf/AGevSvjcpPgdiO1xET+ta2l/DbT9K8Xy+MIrmV5ppJZDGQu0GXOR68Z4rsNf0Ox8R6TPo2ogmGcYJXhgQcgg88gjNAHD/B+6t5PANjAkil42mVlBGQTK7AEfQg1434vSbwL8Vo/EMiE280wuQfVXG2UD3GW/MeteleGvgzZ+HNeg1uPUJJvs7FljMYGcgjk5Pr6V6R4m8LaP4s0/+ztYj3KDlHXh0b1U/wCQe9AGtZahZajaJf2MyTQSDcrocgivn7xn8Qtc1LxhbeG/At5hcrE7xqrq0jHkgkH5UHUj3pZfgB+8K22sMsLH7rQ5P44cA/kK9J8G/DXQfBrm7tt1xdsNpnlxkA9QgHC5/E++KAOQ+PIx4TswTnF4vJ/65yV3Pw1/5EXS/wDrj/7Mas+NPB1p4102LTLyZ4FilEwaMAkkKy45/wB6tjw/o0Xh/RrbRoHaRLZNgZsZPOecUAfNWlzRWnx2kkuWEa/apxljgZeJwv5kgCvqtWVhlSCPavJfGXwi0rxZqrazHcvaTyACTaodWKjAOMgg468123hDw1F4S0OLRIZmnWNmbew2kljnoM0AeDfF6zm8NeNNP8ZWS480ozY7yQEdf95cD8DVfwyR8Qfi1Lr2C1paN5yZH8MWFi+hJw2PrXo3xv8AsH/CFn7Wf332iP7P67+c/hs3fpTfgp4eOk+Fjqk64m1FvM56+WuQn58t9DQB7HRRRQAVUvrODUbKbT7obop42jceqsMH+dW6KAPiHTddv/Ag8QeGpc+ZcRtbAjtIrbd3sCjMQfpXunwP0H+zvDMmsSriTUJMj/rnHlV/M7j9MVo+KvhFo3inWpNbluZbeSUKHWMKQSoxnkegFemadYW+l6fBptqMRW8axoPZRgUAXa+SvGcr+PvinFoMBJghkW147KhLTN9R835CvrJwzIyodpIIB64PrXmvhH4X6X4T1h9bjuZbqd0ZAZQOCxBLcdzjH4mgD0JLCxjQRpBGFUYACjgCkk0+wmjaKSCMq4KkbRyD1q5RQB8geCJ5PAnxQfRbliIpJXs2J7q5zG34nafoa9w+MX/JP73/AHof/Rq1H4r+FWleKdb/ALde6mtpiqA+UF5ZOjc85xgfhXX+JvDcPijQZNBvJmRZdm6RAN2UYN0PHJFAHnXwI/5E2b/r8k/9Ajr2muS8GeErXwZpT6TaTPMjytLucAHLBRjj/drraAPL/jHHv8AXjf3Hhb/yIo/rWR8CpA/gyVf7l3IP/HUP9a9L8SaFbeJtEuNDu2ZI7gAFl6jawYEZ9xXO+CfAcPgjz4rO9lnhnwTHIFwGH8QwM5xwaAPKPjd4VuoryHxlpyttAVLgr1RlPyP+PTPbA9a9E8DfE7RfEthFDqE8dtqCqFkjkIQOw/iQnAOeuOo+nNemTQw3MTW9wiyRuCrKwyCD1BB6ivENe+BWh38zXGi3L2JY5MZXzIx9MkMPzNAHsd5q2l6fAbq+uYoYwM7ncKP1NfKnjvxHc/E7xPa6D4bVpLeIlIiQRvZvvSH0UAd+gBPfFdRbfs/SeYDeaqNgPIjh5I+pbj8jXsvhTwPoHg6AppMRMrjEk0h3SN7Z4AHsABQBt6JpUGh6Ra6RbcpbRLGD0yQOSfcnk18tfCr/AJKdL9Ln+dfXNeYeG/hfpvhrxC3iK3upZZG8z5GC7f3nXpzxQB6fRRRQB8jeEP8Akt8n/X7ff+gy1638adf/ALJ8JnTomxNqD+UPXy1+Zz/JT9av6X8L9N0vxe3jCK6leZpppvLIXbmYMCOmeN3FTeNPhtZ+Nr+G9vryaFYI9iRxhccnJPI6nj8hQBk/B3w3DpvhCO9uolM1+xmO4AkJ0QfTA3fjXq32Oz/54p/3yKdbW8NnbR2luu2OJFRFHZVGAPyqegD5l+PGgJby2PiG1QIrA28m0YGRlkPHcjd+Ve3eBte/4STwrZaqxzI0YSX/AK6J8rfmRn6GrPirw1Z+LNFk0W9ZkVyrB1xuVlOcjPHt9DWf4K8GweCrGbTrW5kuIpZPMAkAG1sYOMeuBQB89eHv+S5Sf9f93/KSvrivMbH4X6bY+MG8YpdStM00s3lkLtzKGBHrgbq9OoAK+SfDOLX44yKeAb28H/fSyY/nX1tXk198JrG58TP4ptb+e2uWmE6hApCv+I5BPY0AbnxPsG1HwJqUKDLJGJRj/pkwc/oDXI/Am7WbwlPa5+aC6fj2ZVI/XNezTQx3EL28w3JIpVge4IwRXzh8MjL4L8faj4LvyQtx/qWP8RjyyH/gSE/iMUAdt8atOvLzwiL2yLBrOZZX2k58sgqenoSD9KX4Q+K7DVvDMGkSzAXtoCjRsfmZckqwz1GDg+hH0r1mWKKeJoZlDo4KsrDIIPBBHcGvB9c+A+l3dy1zoV41mGOfKdfMUf7pyCB9c0AezazrmleH7J9Q1adYY0BPzHlj6KOpPsK+ZvhXb3HiT4kXXihYykUbz3DegafcFX64Y/lXRWnwCLzCTVtVZ0HVY48MR/vMxx+Rr3LQPD2k+GdOXTNHiEUQOSerM3dmPcn/APVxQB4P8bvEFzc6jaeDbSURxuFknJbapZ2wgYnoFxuOeOQe1egeDYPh54N09bez1Kxe4ZR51wZ497nv/FwvoP681X8U/CPTPFetza3d3s0byhRsQLtARQvGRntmue/4UDof/QQuP++U/wAKAPWv+Ev8J/8AQVsv/AiP/wCKrWsdQsNThNxptxFcRg7S8Th1yO2VJGea8P8A+FA6H/0ELj/vlP8ACvUPBvhK18GaS2k2kzzI0rS7nABywAxx9KAOP+NtysHgd4mODPPEg9yCX/8AZavfB+xay8B2jOMGdpJcexYgfmADXAfF64uPE3ifTPAulndIG3ydwrSdM/7qAsfY19A6dYwaZYQadajEVvGsSD2UYFAFyiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8p8Yf8jHB/uR/+hGvVq8p8Yf8jHB/uR/+hGvVqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACoppordDJMwRR3NUdS1OLT4+fmkb7q/wBT7Vwlzd3F5J5s7bj2HYfQU1Ft2QpSSV2dTceJIEO22Qye5+Uf1P8AKst/Ed+3ChF+gP8AU1hYorojhn1Zyyxa6I2P7e1L++P++RR/b2pf3x/3yKx6Kr6su5P1t9jY/t7Uv74/75FH9val/fH/AHyKx6KPqy7h9bfY2P7e1L++P++RR/b2pf3x/wB8iseij6su4fW32Nj+3tS/vj/vkUf29qX98f8AfIrHoo+rLuH1t9jY/t7Uv74/75FH9val/fH/AHyKx6KPqy7h9bfY2P7e1L++P++RR/b2pf3x/wB8iseij6su4fW32Nj+3tS/vj/vkUf29qX98f8AfIrHoo+rLuH1t9jY/t7Uv74/75FH9val/fH/AHyKx6KPqy7h9bfY2P7e1L++P++RR/b2pf3x/wB8iseij6su4fW32Nj+3tS/vj/vkUf29qX98f8AfIrHoo+rLuH1t9jY/t7Uv74/75FH9val/fH/AHyKx6KPqy7h9bfY2P7e1L++P++RR/b2pf3x/wB8iseij6su4fW32Nj+3tS/vj/vkUf29qX98f8AfIrHoo+rLuH1t9jY/t7Uv74/75FH9val/fH/AHyKx6KPqy7h9bfY2P7e1L++P++RR/b2pf3x/wB8iseij6su4fW32Nj+3tS/vj/vkUf29qX98f8AfIrHoo+rLuH1t9jY/t7Uv74/75FH9val/fH/AHyKx6KPqy7h9bfY2P7e1L++P++RR/b2pf3x/wB8iseij6su4fW32Nj+3tS/vj/vkUf29qX98f8AfIrHoo+rLuH1t9jY/t7Uv74/75FH9val/fH/AHyKx6KPqy7h9bfY2P7e1L++P++RR/b2pf3x/wB8iseij6su4fW32Nj+3tS/vj/vkUf29qX98f8AfIrHoo+rLuH1t9jY/t7Uv74/75F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      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 1,
     "metadata": {
      "image/jpeg": {
       "height": 600,
       "width": 600
      }
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython.display import Image\n",
    "Image(\"classimages/school_schema.jpg\", width=600, height=600)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Set User Credentials\n",
    "\n",
    "> **Edit `creds.json` to reflect your mysql user and password**\n",
    "\n",
    "> This must be done **prior** to executing the following cell \n",
    "\n",
    "In general, you will be able to choose whether you are using the remote MySQL database or the SQLite database(s) by setting the `dbsource` variable to `\"mysql\"` or `\"sqlite\"` respectively.  The function `dbutil.db_cstring` function computes a *connection string* for the chosen `dbsource` using the information in the `creds.json` file.  If the last argument to this function is present, the generated connection string uses that datbase as superceding the name of the database in `creds.json`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "dbsource = \"sqlite\"\n",
    "db = \"school\"\n",
    "cstring = dbutil.db_cstring(dbsource, \"creds.json\", \".\", db)\n",
    "\n",
    "%sql $cstring"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Q1** Create a list of departments, including the id of the department, the name of the department, and the last and first names of the chair of the department.  Determine the number of rows in your result and compare with the number of rows total in departments?  Are they the same? Why or why not?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "deletable": false,
    "nbgrader": {
     "cell_type": "code",
     "checksum": "6d0168fa9e1eb84e8a2fe21de3af9292",
     "grade": true,
     "grade_id": "cell-aa9f08a9bbaa8193",
     "locked": false,
     "points": 2,
     "schema_version": 3,
     "solution": true,
     "task": false
    }
   },
   "outputs": [],
   "source": [
    "#Solution cell\n",
    "\n",
    "query = \"\"\"\n",
    "\"\"\"\n",
    "# YOUR CODE HERE\n",
    "raise NotImplementedError()\n",
    "resultset = %sql $query\n",
    "resultdf = resultset.DataFrame()\n",
    "print(len(resultdf))\n",
    "resultdf.head(10)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "deletable": false,
    "nbgrader": {
     "cell_type": "markdown",
     "checksum": "b0f7dfe06163bb4503839bdd421acc94",
     "grade": true,
     "grade_id": "cell-e2a42a84991079f3",
     "locked": false,
     "points": 2,
     "schema_version": 3,
     "solution": true,
     "task": false
    }
   },
   "source": [
    "YOUR ANSWER HERE"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "deletable": false,
    "editable": false,
    "nbgrader": {
     "cell_type": "markdown",
     "checksum": "1162c5a81ab769f4da4104baa13d519d",
     "grade": false,
     "grade_id": "cell-774f24f93b8af355",
     "locked": true,
     "schema_version": 3,
     "solution": false,
     "task": false
    }
   },
   "source": [
    "**Q2** In reference to the `school` database, select all course titles for classes offered during the year, their class meeting times, and their terms. Keep the default ordering (by `coursetitle`). It's ok to include directed studies, but don't allow any NULL course titles or meeting times."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "deletable": false,
    "nbgrader": {
     "cell_type": "code",
     "checksum": "d2dd6b240b9a060f057f09659e1487d5",
     "grade": false,
     "grade_id": "cell-48c8e090b6800cad",
     "locked": false,
     "schema_version": 3,
     "solution": true,
     "task": false
    }
   },
   "outputs": [],
   "source": [
    "#Solution cell\n",
    "\n",
    "query = \"\"\"\n",
    "\"\"\"\n",
    "# YOUR CODE HERE\n",
    "raise NotImplementedError()\n",
    "resultset = %sql $query\n",
    "resultdf = resultset.DataFrame()\n",
    "print(len(resultdf))\n",
    "resultdf.tail()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "deletable": false,
    "editable": false,
    "nbgrader": {
     "cell_type": "code",
     "checksum": "2eab8c645b831e70a2db31c7922797e1",
     "grade": true,
     "grade_id": "cell-db255b7631277de0",
     "locked": true,
     "points": 2,
     "schema_version": 3,
     "solution": false,
     "task": false
    }
   },
   "outputs": [],
   "source": [
    "# Testing cell\n",
    "assert len(resultdf) == 133141\n",
    "assert len(resultdf.iloc[0]) == 3\n",
    "assert 'Writing Workshop' in list(resultdf['coursetitle'])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "deletable": false,
    "editable": false,
    "nbgrader": {
     "cell_type": "markdown",
     "checksum": "b114fe8eb4ac9174d9f82f5b8e3bd188",
     "grade": false,
     "grade_id": "cell-a7a4156c91f31378",
     "locked": true,
     "schema_version": 3,
     "solution": false,
     "task": false
    }
   },
   "source": [
    "**Q3** Write a query to display students (last name and first name) and instructors (first name) who have the same last name, ordered by student last name, then student first name. Don't include duplicate results."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "deletable": false,
    "nbgrader": {
     "cell_type": "code",
     "checksum": "bd80b08b98b5dd7aaff7ea72fe44be65",
     "grade": true,
     "grade_id": "cell-72a0921a34b79131",
     "locked": false,
     "points": 2,
     "schema_version": 3,
     "solution": true,
     "task": false
    }
   },
   "outputs": [],
   "source": [
    "# Solution cell\n",
    "\n",
    "query = \"\"\"\n",
    "\"\"\"\n",
    "# YOUR CODE HERE\n",
    "raise NotImplementedError()\n",
    "resultset = %sql $query\n",
    "resultdf = resultset.DataFrame()\n",
    "print(len(resultdf))\n",
    "resultdf.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "deletable": false,
    "editable": false,
    "nbgrader": {
     "cell_type": "markdown",
     "checksum": "37d2158059a385a086258ed4cc9b914f",
     "grade": false,
     "grade_id": "cell-7a2e26471dcf0956",
     "locked": true,
     "schema_version": 3,
     "solution": false,
     "task": false
    }
   },
   "source": [
    "**Q4** Write a query to display all the students (id, last name, first name) who took math or computer science during the fall. Please order your results by `studentid` (lowest to highest). If a student took multiple math or CS courses, please include them multiple times."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "deletable": false,
    "nbgrader": {
     "cell_type": "code",
     "checksum": "1f1afe4415fe8a3be791b89bb2d77142",
     "grade": true,
     "grade_id": "cell-2bfa4c7b4075758d",
     "locked": false,
     "points": 2,
     "schema_version": 3,
     "solution": true,
     "task": false
    }
   },
   "outputs": [],
   "source": [
    "# Solution cell\n",
    "\n",
    "query = \"\"\"\n",
    "\"\"\"\n",
    "# YOUR CODE HERE\n",
    "raise NotImplementedError()\n",
    "resultset = %sql $query\n",
    "resultdf = resultset.DataFrame()\n",
    "resultdf.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "deletable": false,
    "editable": false,
    "nbgrader": {
     "cell_type": "markdown",
     "checksum": "0510cb4b93aa081eb16cd4fd68c2285d",
     "grade": false,
     "grade_id": "cell-d44615c6917daa3c",
     "locked": true,
     "schema_version": 3,
     "solution": false,
     "task": false
    }
   },
   "source": [
    "**Q5** In reference to the `school` database, which instructors (first and last name) were teaching in the spring semester? Your result should not include duplicates."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "deletable": false,
    "nbgrader": {
     "cell_type": "code",
     "checksum": "f4a3651e93df8657659d6ce736095de6",
     "grade": false,
     "grade_id": "cell-3475226b566193a0",
     "locked": false,
     "schema_version": 3,
     "solution": true,
     "task": false
    }
   },
   "outputs": [],
   "source": [
    "#Solution cell\n",
    "\n",
    "query = \"\"\"\n",
    "\"\"\"\n",
    "# YOUR CODE HERE\n",
    "raise NotImplementedError()\n",
    "resultset = %sql $query\n",
    "resultdf = resultset.DataFrame()\n",
    "print(len(resultdf))\n",
    "resultdf.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "deletable": false,
    "editable": false,
    "nbgrader": {
     "cell_type": "code",
     "checksum": "13eb253fd61995b8252a89004105e36c",
     "grade": true,
     "grade_id": "cell-3dfd847e5af38a65",
     "locked": true,
     "points": 2,
     "schema_version": 3,
     "solution": false,
     "task": false
    }
   },
   "outputs": [],
   "source": [
    "# Testing cell\n",
    "assert len(resultdf) == 266\n",
    "assert 'Taylor' in list(resultdf['instructorfirst'])\n",
    "assert 'Fuller' in list(resultdf['instructorlast'])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "deletable": false,
    "editable": false,
    "nbgrader": {
     "cell_type": "markdown",
     "checksum": "857e13c7c0f070e57c96ec7a6817d67c",
     "grade": false,
     "grade_id": "cell-3042a765def4a2b2",
     "locked": true,
     "schema_version": 3,
     "solution": false,
     "task": false
    }
   },
   "source": [
    "**Q6** Find the students (id only) who took more than 10 classes over the year. Include the number of classes they took as `count`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "deletable": false,
    "nbgrader": {
     "cell_type": "code",
     "checksum": "ca60ff1eb871085ec3ac67183c44f145",
     "grade": true,
     "grade_id": "cell-c316523273e667da",
     "locked": false,
     "points": 2,
     "schema_version": 3,
     "solution": true,
     "task": false
    }
   },
   "outputs": [],
   "source": [
    "#Solution cell* \n",
    "\n",
    "query = \"\"\"\n",
    "\"\"\"\n",
    "# YOUR CODE HERE\n",
    "raise NotImplementedError()\n",
    "resultset = %sql $query\n",
    "resultdf = resultset.DataFrame()\n",
    "print(len(resultdf))\n",
    "resultdf.head()"
   ]
  }
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