normalgraph.ipynb

{
 "cells": [
{
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'pdf')"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "pdf_data_norm = pd.DataFrame({'success': range(140,181), 'pdf': stats.norm(160,8).pdf(range(140,181))})\n",
    "sn.barplot(x = pdf_data_norm.success, y = pdf_data_norm.pdf)\n",
    "plt.xticks(rotation = 90)\n",
    "plt.xlabel('heights')\n",
    "plt.ylabel('pdf')"
   ]
  },
   {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "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": "3.7.1"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}