Ejercicios MatPlotlib

06-MatPlotLib&Statistics.ipynb

@@ -850,18 +850,9 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 12,
+   "execution_count": 13,
    "metadata": {},
    "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "distribución español= [('a', 855), ('b', 90), ('c', 283), ('d', 373), ('e', 846), ('f', 72), ('g', 59), ('h', 44), ('i', 416), ('j', 22), ('l', 414), ('m', 159), ('n', 498), ('o', 521), ('p', 167), ('q', 42), ('r', 461), ('s', 421), ('t', 273), ('u', 221), ('v', 59), ('x', 9), ('y', 57)]\n",
-      "\n",
-      "distribución frances= [('a', 455), ('b', 76), ('c', 162), ('d', 289), ('e', 927), ('f', 71), ('g', 52), ('h', 52), ('i', 391), ('j', 21), ('l', 360), ('m', 147), ('n', 445), ('o', 314), ('p', 177), ('q', 64), ('r', 443), ('s', 388), ('t', 400), ('u', 317), ('v', 67), ('x', 23), ('y', 6)]\n"
-     ]
-    },
     {
      "data": {
       "image/png": 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\n",
@@ -876,10 +867,6 @@
     }
    ],
    "source": [
-    "print('distribución español=', ndist_esp)\n",
-    "print()\n",
-    "print('distribución frances=', ndist_fr)\n",
-    "\n",
     "plot_distlang(ndist_esp, ndist_fr)"
    ]
   },