├── .gitignore
└── LGMTASK_1.ipynb
/.gitignore:
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1 | # Byte-compiled / optimized / DLL files
2 | __pycache__/
3 | *.py[cod]
4 | *$py.class
5 |
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28 | MANIFEST
29 |
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32 | # before PyInstaller builds the exe, so as to inject date/other infos into it.
33 | *.manifest
34 | *.spec
35 |
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50 | *.py,cover
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95 | __pypackages__/
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121 | /site
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124 | .mypy_cache/
125 | .dmypy.json
126 | dmypy.json
127 |
128 | # Pyre type checker
129 | .pyre/
130 |
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/LGMTASK_1.ipynb:
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1 | {
2 | "nbformat": 4,
3 | "nbformat_minor": 0,
4 | "metadata": {
5 | "colab": {
6 | "name": "LGMTASK-1.ipynb",
7 | "provenance": [],
8 | "authorship_tag": "ABX9TyMjAaIrQ9Zx6w2eCeww6X4+",
9 | "include_colab_link": true
10 | },
11 | "kernelspec": {
12 | "name": "python3",
13 | "display_name": "Python 3"
14 | },
15 | "language_info": {
16 | "name": "python"
17 | }
18 | },
19 | "cells": [
20 | {
21 | "cell_type": "markdown",
22 | "metadata": {
23 | "id": "view-in-github",
24 | "colab_type": "text"
25 | },
26 | "source": [
27 | "
"
28 | ]
29 | },
30 | {
31 | "cell_type": "code",
32 | "metadata": {
33 | "id": "zXPBewUGxUIp"
34 | },
35 | "source": [
36 | ""
37 | ],
38 | "execution_count": null,
39 | "outputs": []
40 | },
41 | {
42 | "cell_type": "markdown",
43 | "metadata": {
44 | "id": "ViZ5sZ4txVv9"
45 | },
46 | "source": [
47 | "#LETS GROW MORE\n",
48 | "#Level 02: Intermediate\n",
49 | "\n",
50 | "#Author- Atharv Patil\n",
51 | "\n",
52 | "#Task 2-Iris Flower Classification using Decision Tree Classifier\n",
53 | "\n",
54 | "Dataset- http://archive.ics.uci.edu/ml/datasets/Iris"
55 | ]
56 | },
57 | {
58 | "cell_type": "code",
59 | "metadata": {
60 | "id": "0HRMgWP6xdRG"
61 | },
62 | "source": [
63 | "import numpy as np\n",
64 | "import pandas as pd\n",
65 | "import matplotlib.pyplot as plt\n",
66 | "import seaborn as sns\n",
67 | "import sklearn.datasets as datasets\n",
68 | "%matplotlib inline"
69 | ],
70 | "execution_count": 1,
71 | "outputs": []
72 | },
73 | {
74 | "cell_type": "code",
75 | "metadata": {
76 | "colab": {
77 | "base_uri": "https://localhost:8080/",
78 | "height": 206
79 | },
80 | "id": "WhVubtmWxhXg",
81 | "outputId": "16b6b882-4660-475f-9c1e-551596efe93d"
82 | },
83 | "source": [
84 | "iris_set = datasets.load_iris()\n",
85 | "iris_data = pd.DataFrame(iris_set.data, columns=iris_set.feature_names)\n",
86 | "iris_data[\"species\"] = iris_set.target\n",
87 | "iris_data.head()"
88 | ],
89 | "execution_count": 2,
90 | "outputs": [
91 | {
92 | "output_type": "execute_result",
93 | "data": {
94 | "text/html": [
95 | "
\n",
96 | "\n",
109 | "
\n",
110 | " \n",
111 | " \n",
112 | " | \n",
113 | " sepal length (cm) | \n",
114 | " sepal width (cm) | \n",
115 | " petal length (cm) | \n",
116 | " petal width (cm) | \n",
117 | " species | \n",
118 | "
\n",
119 | " \n",
120 | " \n",
121 | " \n",
122 | " | 0 | \n",
123 | " 5.1 | \n",
124 | " 3.5 | \n",
125 | " 1.4 | \n",
126 | " 0.2 | \n",
127 | " 0 | \n",
128 | "
\n",
129 | " \n",
130 | " | 1 | \n",
131 | " 4.9 | \n",
132 | " 3.0 | \n",
133 | " 1.4 | \n",
134 | " 0.2 | \n",
135 | " 0 | \n",
136 | "
\n",
137 | " \n",
138 | " | 2 | \n",
139 | " 4.7 | \n",
140 | " 3.2 | \n",
141 | " 1.3 | \n",
142 | " 0.2 | \n",
143 | " 0 | \n",
144 | "
\n",
145 | " \n",
146 | " | 3 | \n",
147 | " 4.6 | \n",
148 | " 3.1 | \n",
149 | " 1.5 | \n",
150 | " 0.2 | \n",
151 | " 0 | \n",
152 | "
\n",
153 | " \n",
154 | " | 4 | \n",
155 | " 5.0 | \n",
156 | " 3.6 | \n",
157 | " 1.4 | \n",
158 | " 0.2 | \n",
159 | " 0 | \n",
160 | "
\n",
161 | " \n",
162 | "
\n",
163 | "
"
164 | ],
165 | "text/plain": [
166 | " sepal length (cm) sepal width (cm) ... petal width (cm) species\n",
167 | "0 5.1 3.5 ... 0.2 0\n",
168 | "1 4.9 3.0 ... 0.2 0\n",
169 | "2 4.7 3.2 ... 0.2 0\n",
170 | "3 4.6 3.1 ... 0.2 0\n",
171 | "4 5.0 3.6 ... 0.2 0\n",
172 | "\n",
173 | "[5 rows x 5 columns]"
174 | ]
175 | },
176 | "metadata": {},
177 | "execution_count": 2
178 | }
179 | ]
180 | },
181 | {
182 | "cell_type": "code",
183 | "metadata": {
184 | "id": "ClHrnhKJxhaH"
185 | },
186 | "source": [
187 | "iris_data[\"species\"].value_counts()\n",
188 | "iris_data.isnull().sum()\n",
189 | "\n",
190 | "sns.set_style(\"darkgrid\")"
191 | ],
192 | "execution_count": 3,
193 | "outputs": []
194 | },
195 | {
196 | "cell_type": "code",
197 | "metadata": {
198 | "colab": {
199 | "base_uri": "https://localhost:8080/",
200 | "height": 407
201 | },
202 | "id": "1uy_eMwdxhcq",
203 | "outputId": "c7507848-bbe3-435f-cff8-c51f8584f0d0"
204 | },
205 | "source": [
206 | "plt.figure(figsize=(12, 6))\n",
207 | "plt.title('Sepal Dimensions')"
208 | ],
209 | "execution_count": 4,
210 | "outputs": [
211 | {
212 | "output_type": "execute_result",
213 | "data": {
214 | "text/plain": [
215 | "Text(0.5, 1.0, 'Sepal Dimensions')"
216 | ]
217 | },
218 | "metadata": {},
219 | "execution_count": 4
220 | },
221 | {
222 | "output_type": "display_data",
223 | "data": {
224 | "image/png": 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ACoQyAAAUCGUAACgQygAAUNCrUG5ra8uUKVPS2NiYBQsWFI/53ve+l6lTp6apqSnXX3/9Xh0SAAD6W21PB3R1daW5uTmLFi1KpVLJjBkz0tDQkI9+9KPdx7S3t2fBggX553/+5wwbNixvvPFGnw4NAAB9rcczymvWrMno0aMzatSoDBkyJE1NTVm2bNkux9x///357Gc/m2HDhiVJhg8f3jfTAgBAP+nxjHJnZ2dGjhzZfbtSqWTNmjW7HNPe3p4kOffcc7Nz585cffXVmThx4q983pqapL5+6B6MzP5s0KAD7AW7sReU2AtK7AV7U4+h3BtdXV156aWX8s1vfjMdHR254IILsmTJkhxyyCG/9DHVarJ587a98fLsR+rrh9oLdmMvKLEXlNgLSkaMqNujx/V46UWlUklHR0f37c7OzlQqld2OaWhoyODBgzNq1Kh8+MMf7j7LDAAAv456DOWxY8emvb0969evz44dO9LS0pKGhoZdjvnUpz6VVatWJUk2btyY9vb2jBo1qm8mBgCAftDjpRe1tbWZM2dOZs2ala6urpx99tkZM2ZM5s2bl6OPPjqTJ0/OySefnMceeyxTp07NoEGDMnv27Hzwgx/sj/kBAKBP1FSr1epAvPDOndW88cbWgXhp9mGuLaPEXlBiLyixF5T02TXKAADwfiSUAQCgQCgDAECBUAYAgAKhDAAABUIZAAAKhDIAABQIZQAAKBDKAABQIJQBAKBAKAMAQIFQBgCAAqEMAAAFQhkAAAqEMgAAFAhlAAAoEMoAAFAglAEAoEAoAwBAgVAGAIACoQwAAAVCGQAACoQyAAAUCGUAACgQygAAUCCUAQCgQCgDAECBUAYAgAKhDAAABUIZAAAKhDIAABQIZQAAKBDKAABQIJQBAKBAKAMAQIFQBgCAAqEMAAAFQhkAAAqEMgAAFAhlAAAoEMoAAFAglAEAoEAoAwBAgVAGAIACoQwAAAVCGQAACoQyAAAUCGUAACgQygAAUCCUAQCgQCgDAECBUAYAgAKhDAAABUIZAAAKhDIAABQIZQAAKOhVKLe1tWXKlClpbGzMggULfulxjz76aI466qg89dRTe21AAAAYCD2GcldXV5qbm7Nw4cK0tLRk6dKlWbdu3W7Hbd26Nffcc0+OOeaYPhkUAAD6U4+hvGbNmowePTqjRo3KkCFD0tTUlGXLlu123Lx583LppZfmwAMP7JNBAQCgP9X2dEBnZ2dGjhzZfbtSqWTNmjW7HPPMM8+ko6Mjp556au66665evXBNTVJfP/Rdjsv+btCgA+wFu7EXlNgLSuwFe1OPodyTnTt35vbbb8+Xv/zld/W4ajXZvHnbe3159jP19UPtBbuxF5TYC0rsBSUjRtTt0eN6vPSiUqmko6Oj+3ZnZ2cqlUr37bfeeivPP/98LrroojQ0NGT16tW54oor/EEfAAC/1no8ozx27Ni0t7dn/fr1qVQqaWlpyde+9rXu++vq6rJy5cru2xdeeGFmz56dsWPH9s3EAADQD3oM5dra2syZMyezZs1KV1dXzj777IwZMybz5s3L0UcfncmTJ/fHnAAA0K9qqtVqdSBeeOfOat54Y+tAvDT7MNeWUWIvKLEXlNgLSvrsGmUAAHg/EsoAAFAglAEAoEAoAwBAgVAGAIACoQwAAAVCGQAACoQyAAAUCGUAACgQygAAUCCUAQCgQCgDAECBUAYAgAKhDAAABUIZAAAKhDIAABQIZQAAKBDKAABQIJQBAKBAKAMAQIFQBgCAAqEMAAAFQhkAAAqEMgAAFAhlAAAoEMoAAFAglAEAoEAoAwBAgVAGAIACoQwAAAVCGQAACoQyAAAUCGUAACgQygAAUCCUAQCgQCgDAECBUAYAgAKhDAAABUIZAAAKhDIAABQIZQAAKBDKAABQIJQBAKBAKAMAQIFQBgCAAqEMAAAFQhkAAAqEMgAAFAhlAAAoEMoAAFAglAEAoEAoAwBAgVAGAIACoQwAAAVCGQAACoQyAAAU9CqU29raMmXKlDQ2NmbBggW73b9o0aJMnTo106ZNy8UXX5xXXnllrw8KAAD9qcdQ7urqSnNzcxYuXJiWlpYsXbo069at2+WY3/u938sDDzyQJUuWZMqUKbnjjjv6bGAAAOgPPYbymjVrMnr06IwaNSpDhgxJU1NTli1btssxJ554Yg466KAkybhx49LR0dE30wIAQD/pMZQ7OzszcuTI7tuVSiWdnZ2/9PjFixdn4sSJe2c6AAAYILV788keeuihPP3007n33nt7PLamJqmvH7o3X579wKBBB9gLdmMvKLEXlNgL9qYeQ7lSqexyKUVnZ2cqlcpuxz3++OO58847c++992bIkCE9vnC1mmzevO1djsv+rr5+qL1gN/aCEntBib2gZMSIuj16XI+XXowdOzbt7e1Zv359duzYkZaWljQ0NOxyzLPPPps5c+Zk/vz5GT58+B4NAgAA+5IezyjX1tZmzpw5mTVrVrq6unL22WdnzJgxmTdvXo4++uhMnjw5X/nKV7Jt27Zcc801SZLDDz88d955Z58PDwAAfaWmWq1WB+KFd+6s5o03tg7ES7MP8yszSuwFJfaCEntBSZ9degEAAO9HQhkAAAqEMgAAFAhlAAAoEMoAAFAglAEAoEAoAwBAgVAGAIACoQwAAAVCGQAACoQyAAAUCGUAACgQygAAUCCUAQCgQCgDAECBUAYAgAKhDAAABUIZAAAKhDIAABQIZQAAKBDKAABQIJQBAKBAKAMAQIFQBgCAAqEMAAAFQhkAAAqEMgAAFAhlAAAoEMoAAFAglAEAoEAoAwBAgVAGAIACoQwAAAVCGQAACoQyAAAUCGUAACgQygAAUCCUAQCgQCgDAECBUAYAgAKhDAAABUIZAAAKhDIAABQIZQAAKBDKAABQIJQBAKBAKAMAQIFQBgCAAqEMAAAFQhkAAAqEMgAAFAhlAAAoEMoAAFAglAEAoEAoAwBAgVAGAICCXoVyW1tbpkyZksbGxixYsGC3+3fs2JFrr702jY2NOeecc/Jf//Vfe31QAADoTz2GcldXV5qbm7Nw4cK0tLRk6dKlWbdu3S7H/Mu//EsOOeSQ/OAHP8if/Mmf5Ktf/WqfDQwAAP2hx1Bes2ZNRo8enVGjRmXIkCFpamrKsmXLdjlm+fLlmT59epJkypQpWbFiRarVat9MDAAA/aDHUO7s7MzIkSO7b1cqlXR2du52zOGHH54kqa2tTV1dXTZt2rSXRwUAgP5TO1AvfMABNRkxom6gXp59mL2gxF5QYi8osRfsLT2eUa5UKuno6Oi+3dnZmUqlstsxr776apLk7bffzpYtW/LBD35wL48KAAD9p8dQHjt2bNrb27N+/frs2LEjLS0taWho2OWYhoaGfOc730mSPProoznxxBNTU1PTNxMDAEA/qKn24q/uWltbM3fu3HR1deXss8/OFVdckXnz5uXoo4/O5MmTs3379txwww157rnnMmzYsPz1X/91Ro0a1R/zAwBAn+hVKAMAwPuNT+YDAIACoQwAAAV9Hso+/pqSnvZi0aJFmTp1aqZNm5aLL744r7zyygBMSX/raS9+7tFHH81RRx2Vp556qh+nY6D0Zi++973vZerUqWlqasr111/fzxMyEHraiw0bNuTCCy/MmWeemWnTpqW1tXUApqQ/feELX8iECRNy+umnF++vVqv50pe+lMbGxkybNi3PPPNMz09a7UNvv/12dfLkydWXX365un379uq0adOqa9eu3eWYe++9t3rLLbdUq9VqdenSpdVrrrmmL0diH9CbvVixYkV127Zt1Wq1Wr3vvvvsxftAb/aiWq1Wt2zZUj3//POr55xzTnXNmjUDMCn9qTd78eKLL1bPOOOM6ubNm6vVarX6+uuvD8So9KPe7MXNN99cve+++6rVarW6du3a6qRJkwZiVPrRqlWrqk8//XS1qampeP+Pf/zj6syZM6s7d+6sPvHEE9UZM2b0+Jx9ekbZx19T0pu9OPHEE3PQQQclScaNG7fLe3mzf+rNXiTJvHnzcumll+bAAw8cgCnpb73Zi/vvvz+f/exnM2zYsCTJ8OHDB2JU+lFv9qKmpiZbt25NkmzZsiWHHXbYQIxKPzr++OO7/x0oWbZsWc4888zU1NRk3LhxefPNN/Paa6/9yufs01D28deU9GYvftHixYszceLE/hiNAdSbvXjmmWfS0dGRU089tZ+nY6D0Zi/a29vz4osv5txzz80f//Efp62trb/HpJ/1Zi+uvvrqLFmyJBMnTsxll12Wm2++ub/HZB/zf/dm5MiRv7I/En/Mxz7uoYceytNPP51Zs2YN9CgMsJ07d+b222/PjTfeONCjsI/p6urKSy+9lG9+85v52te+lltuuSVvvvnmQI/FAGtpacn06dPT1taWBQsWZPbs2dm5c+dAj8WvmT4NZR9/TUlv9iJJHn/88dx5552ZP39+hgwZ0p8jMgB62ou33norzz//fC666KI0NDRk9erVueKKK/xB336ut/+PNDQ0ZPDgwRk1alQ+/OEPp729vZ8npT/1Zi8WL16c0047LUly7LHHZvv27X5j/T73f/emo6Oj2B+/qE9D2cdfU9KbvXj22WczZ86czJ8/3/WG7xM97UVdXV1WrlyZ5cuXZ/ny5Rk3blzmz5+fsWPHDuDU9LXe/HvxqU99KqtWrUqSbNy4Me3t7T4ddj/Xm704/PDDs2LFiiTJCy+8kO3bt+fQQw8diHHZRzQ0NOS73/1uqtVqVq9enbq6uh6vXa/ty4Fqa2szZ86czJo1q/vjr8eMGbPLx1/PmDEjN9xwQxobG7s//pr9W2/24itf+Uq2bduWa665Jsk7/+DdeeedAzw5fak3e8H7T2/24uSTT85jjz2WqVOnZtCgQZk9e7bfTO7nerMXN910U26++ebcfffdqampye233+5E3H7uuuuuy6pVq7Jp06ZMnDgxn//85/P2228nSc4777yccsopaW1tTWNjYw466KDMnTu3x+f0EdYAAFDgj/kAAKBAKAMAQIFQBgCAAqEMAAAFQhkAAAqEMgAAFAhlAAAoEMoAAFDw/wArVu+7mRXSAgAAAABJRU5ErkJggg==\n",
225 | "text/plain": [
226 | ""
227 | ]
228 | },
229 | "metadata": {}
230 | }
231 | ]
232 | },
233 | {
234 | "cell_type": "code",
235 | "metadata": {
236 | "colab": {
237 | "base_uri": "https://localhost:8080/",
238 | "height": 282
239 | },
240 | "id": "0mn_bAhdxhfl",
241 | "outputId": "7e90224b-4ede-40c6-be03-db4785902565"
242 | },
243 | "source": [
244 | "sns.scatterplot(x=iris_data[\"sepal length (cm)\"], \n",
245 | " y=iris_data[\"sepal width (cm)\"], \n",
246 | " hue=iris_data[\"species\"],palette = [\"green\",\"orange\",\"blue\"],\n",
247 | " s=100);"
248 | ],
249 | "execution_count": 5,
250 | "outputs": [
251 | {
252 | "output_type": "display_data",
253 | "data": {
254 | "image/png": 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\n",
255 | "text/plain": [
256 | ""
257 | ]
258 | },
259 | "metadata": {}
260 | }
261 | ]
262 | },
263 | {
264 | "cell_type": "code",
265 | "metadata": {
266 | "colab": {
267 | "base_uri": "https://localhost:8080/",
268 | "height": 407
269 | },
270 | "id": "sMdoHyjZxhh3",
271 | "outputId": "de4aa8d8-6ce8-499d-a0a1-8a2494622bbe"
272 | },
273 | "source": [
274 | "plt.figure(figsize=(12, 6))\n",
275 | "plt.title('Petal Dimensions')"
276 | ],
277 | "execution_count": 6,
278 | "outputs": [
279 | {
280 | "output_type": "execute_result",
281 | "data": {
282 | "text/plain": [
283 | "Text(0.5, 1.0, 'Petal Dimensions')"
284 | ]
285 | },
286 | "metadata": {},
287 | "execution_count": 6
288 | },
289 | {
290 | "output_type": "display_data",
291 | "data": {
292 | "image/png": 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\n",
293 | "text/plain": [
294 | ""
295 | ]
296 | },
297 | "metadata": {}
298 | }
299 | ]
300 | },
301 | {
302 | "cell_type": "code",
303 | "metadata": {
304 | "colab": {
305 | "base_uri": "https://localhost:8080/",
306 | "height": 279
307 | },
308 | "id": "PRXikRxVxhkt",
309 | "outputId": "9e1ee372-606b-4e2c-94ea-8d83c1c01da9"
310 | },
311 | "source": [
312 | "sns.scatterplot(x=iris_data[\"petal length (cm)\"], \n",
313 | " y=iris_data[\"petal width (cm)\"], \n",
314 | " hue=iris_data[\"species\"],palette = [\"green\",\"orange\",\"blue\"],\n",
315 | " s=100);"
316 | ],
317 | "execution_count": 7,
318 | "outputs": [
319 | {
320 | "output_type": "display_data",
321 | "data": {
322 | "image/png": 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\n",
323 | "text/plain": [
324 | ""
325 | ]
326 | },
327 | "metadata": {}
328 | }
329 | ]
330 | },
331 | {
332 | "cell_type": "code",
333 | "metadata": {
334 | "colab": {
335 | "base_uri": "https://localhost:8080/",
336 | "height": 347
337 | },
338 | "id": "u9BD9inZxhnV",
339 | "outputId": "9d246890-1b3e-409a-d496-644ba5df95ae"
340 | },
341 | "source": [
342 | "plt.figure(figsize=(8,4))\n",
343 | "sns.heatmap(iris_data.corr(), annot=True, cmap='Blues');"
344 | ],
345 | "execution_count": 8,
346 | "outputs": [
347 | {
348 | "output_type": "display_data",
349 | "data": {
350 | "image/png": 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\n",
351 | "text/plain": [
352 | ""
353 | ]
354 | },
355 | "metadata": {}
356 | }
357 | ]
358 | },
359 | {
360 | "cell_type": "code",
361 | "metadata": {
362 | "id": "QWmdNjgCxh64"
363 | },
364 | "source": [
365 | "from sklearn.model_selection import train_test_split\n",
366 | "train, test = train_test_split(iris_data, test_size = 0.2)\n"
367 | ],
368 | "execution_count": 9,
369 | "outputs": []
370 | },
371 | {
372 | "cell_type": "code",
373 | "metadata": {
374 | "id": "4KM4atjGxh9_"
375 | },
376 | "source": [
377 | "train_x = train[['sepal length (cm)', 'sepal width (cm)', 'petal length (cm)','petal width (cm)']]\n",
378 | "train_y = train.species\n",
379 | "test_x = test[['sepal length (cm)', 'sepal width (cm)', 'petal length (cm)','petal width (cm)']]\n",
380 | "test_y = test.species\n"
381 | ],
382 | "execution_count": 10,
383 | "outputs": []
384 | },
385 | {
386 | "cell_type": "code",
387 | "metadata": {
388 | "id": "dHbCXU5YyCli"
389 | },
390 | "source": [
391 | "from sklearn.tree import DecisionTreeClassifier\n",
392 | "from sklearn import metrics"
393 | ],
394 | "execution_count": 11,
395 | "outputs": []
396 | },
397 | {
398 | "cell_type": "code",
399 | "metadata": {
400 | "colab": {
401 | "base_uri": "https://localhost:8080/"
402 | },
403 | "id": "V_dshoU-yDUY",
404 | "outputId": "783ee93f-4034-4e70-f3d7-5f5ebff354f8"
405 | },
406 | "source": [
407 | "dtree = DecisionTreeClassifier()\n",
408 | "dtree.fit(train_x,train_y)\n",
409 | "predictions = dtree.predict(test_x)\n",
410 | "print(\"The accuracy of Decision Tree is:\", metrics.accuracy_score(predictions, test_y))"
411 | ],
412 | "execution_count": 12,
413 | "outputs": [
414 | {
415 | "output_type": "stream",
416 | "name": "stdout",
417 | "text": [
418 | "The accuracy of Decision Tree is: 0.9333333333333333\n"
419 | ]
420 | }
421 | ]
422 | },
423 | {
424 | "cell_type": "code",
425 | "metadata": {
426 | "id": "WpeU55vQyDb3"
427 | },
428 | "source": [
429 | "X = iris_data[['sepal length (cm)', 'sepal width (cm)', 'petal length (cm)','petal width (cm)']]\n",
430 | "Y = iris_data.species"
431 | ],
432 | "execution_count": 13,
433 | "outputs": []
434 | },
435 | {
436 | "cell_type": "code",
437 | "metadata": {
438 | "colab": {
439 | "base_uri": "https://localhost:8080/"
440 | },
441 | "id": "qtkhjS62yDeu",
442 | "outputId": "7c99297b-1b5f-4285-9a0b-90831924cede"
443 | },
444 | "source": [
445 | "dtree1 = DecisionTreeClassifier()\n",
446 | "dtree1.fit(X,Y)\n",
447 | "print(\"Decision Tree Classifier is created\")"
448 | ],
449 | "execution_count": 14,
450 | "outputs": [
451 | {
452 | "output_type": "stream",
453 | "name": "stdout",
454 | "text": [
455 | "Decision Tree Classifier is created\n"
456 | ]
457 | }
458 | ]
459 | },
460 | {
461 | "cell_type": "code",
462 | "metadata": {
463 | "id": "GJTTIauiyDh5"
464 | },
465 | "source": [
466 | ""
467 | ],
468 | "execution_count": null,
469 | "outputs": []
470 | },
471 | {
472 | "cell_type": "code",
473 | "metadata": {
474 | "id": "mN6k34dIxiAV"
475 | },
476 | "source": [
477 | ""
478 | ],
479 | "execution_count": null,
480 | "outputs": []
481 | }
482 | ]
483 | }
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