Task1.ipynb

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      "source": [
        "#import essential libraries\n",
        "\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "import pandas as pd\n",
        "%matplotlib inline"
      ]
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        "columns = ['Sepal length', 'Sepal width', 'Petal length', 'Petal width', 'Class_labels']\n",
        "#loading data\n",
        "df = pd.read_csv('bezdekIris.data', names=columns)\n",
        "df.head()"
      ],
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              "   Sepal length  Sepal width  Petal length  Petal width Class_labels\n",
              "0           5.1          3.5           1.4          0.2  Iris-setosa\n",
              "1           4.9          3.0           1.4          0.2  Iris-setosa\n",
              "2           4.7          3.2           1.3          0.2  Iris-setosa\n",
              "3           4.6          3.1           1.5          0.2  Iris-setosa\n",
              "4           5.0          3.6           1.4          0.2  Iris-setosa"
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              "      <th>Sepal length</th>\n",
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              "      <th>Petal length</th>\n",
              "      <th>Petal width</th>\n",
              "      <th>Class_labels</th>\n",
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              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>5.1</td>\n",
              "      <td>3.5</td>\n",
              "      <td>1.4</td>\n",
              "      <td>0.2</td>\n",
              "      <td>Iris-setosa</td>\n",
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              "      <th>1</th>\n",
              "      <td>4.9</td>\n",
              "      <td>3.0</td>\n",
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              "      <td>Iris-setosa</td>\n",
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              "      <th>2</th>\n",
              "      <td>4.7</td>\n",
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              "      <td>Iris-setosa</td>\n",
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              "      <th>3</th>\n",
              "      <td>4.6</td>\n",
              "      <td>3.1</td>\n",
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              "      <td>Iris-setosa</td>\n",
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              "      <th>4</th>\n",
              "      <td>5.0</td>\n",
              "      <td>3.6</td>\n",
              "      <td>1.4</td>\n",
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              "      <td>Iris-setosa</td>\n",
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        "df.describe()"
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            "text/plain": [
              "       Sepal length  Sepal width  Petal length  Petal width\n",
              "count    150.000000   150.000000    150.000000   150.000000\n",
              "mean       5.843333     3.057333      3.758000     1.199333\n",
              "std        0.828066     0.435866      1.765298     0.762238\n",
              "min        4.300000     2.000000      1.000000     0.100000\n",
              "25%        5.100000     2.800000      1.600000     0.300000\n",
              "50%        5.800000     3.000000      4.350000     1.300000\n",
              "75%        6.400000     3.300000      5.100000     1.800000\n",
              "max        7.900000     4.400000      6.900000     2.500000"
            ],
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              "      <th>Petal width</th>\n",
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              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>count</th>\n",
              "      <td>150.000000</td>\n",
              "      <td>150.000000</td>\n",
              "      <td>150.000000</td>\n",
              "      <td>150.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>5.843333</td>\n",
              "      <td>3.057333</td>\n",
              "      <td>3.758000</td>\n",
              "      <td>1.199333</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>0.828066</td>\n",
              "      <td>0.435866</td>\n",
              "      <td>1.765298</td>\n",
              "      <td>0.762238</td>\n",
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              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>4.300000</td>\n",
              "      <td>2.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.100000</td>\n",
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              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>5.100000</td>\n",
              "      <td>2.800000</td>\n",
              "      <td>1.600000</td>\n",
              "      <td>0.300000</td>\n",
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              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>5.800000</td>\n",
              "      <td>3.000000</td>\n",
              "      <td>4.350000</td>\n",
              "      <td>1.300000</td>\n",
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              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>6.400000</td>\n",
              "      <td>3.300000</td>\n",
              "      <td>5.100000</td>\n",
              "      <td>1.800000</td>\n",
              "    </tr>\n",
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              "      <th>max</th>\n",
              "      <td>7.900000</td>\n",
              "      <td>4.400000</td>\n",
              "      <td>6.900000</td>\n",
              "      <td>2.500000</td>\n",
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      "source": [
        "#Visualizing the dataset\n",
        "sns.pairplot(df, hue='Class_labels')"
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              "<seaborn.axisgrid.PairGrid at 0x7f8b8dd1f190>"
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          "execution_count": 4
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          "data": {
            "text/plain": [
              "<Figure size 823.25x720 with 20 Axes>"
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            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Separating features and target\n",
        "data= df.values\n",
        "\n",
        "X=data[:,0:4]\n",
        "Y=data[:,4]\n",
        "print(X)\n",
        "print(Y)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "1HEII4UfqE2w",
        "outputId": "8e911fad-df74-4cb4-f3a0-1f5bf05222c1"
      },
      "execution_count": 7,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[[5.1 3.5 1.4 0.2]\n",
            " [4.9 3.0 1.4 0.2]\n",
            " [4.7 3.2 1.3 0.2]\n",
            " [4.6 3.1 1.5 0.2]\n",
            " [5.0 3.6 1.4 0.2]\n",
            " [5.4 3.9 1.7 0.4]\n",
            " [4.6 3.4 1.4 0.3]\n",
            " [5.0 3.4 1.5 0.2]\n",
            " [4.4 2.9 1.4 0.2]\n",
            " [4.9 3.1 1.5 0.1]\n",
            " [5.4 3.7 1.5 0.2]\n",
            " [4.8 3.4 1.6 0.2]\n",
            " [4.8 3.0 1.4 0.1]\n",
            " [4.3 3.0 1.1 0.1]\n",
            " [5.8 4.0 1.2 0.2]\n",
            " [5.7 4.4 1.5 0.4]\n",
            " [5.4 3.9 1.3 0.4]\n",
            " [5.1 3.5 1.4 0.3]\n",
            " [5.7 3.8 1.7 0.3]\n",
            " [5.1 3.8 1.5 0.3]\n",
            " [5.4 3.4 1.7 0.2]\n",
            " [5.1 3.7 1.5 0.4]\n",
            " [4.6 3.6 1.0 0.2]\n",
            " [5.1 3.3 1.7 0.5]\n",
            " [4.8 3.4 1.9 0.2]\n",
            " [5.0 3.0 1.6 0.2]\n",
            " [5.0 3.4 1.6 0.4]\n",
            " [5.2 3.5 1.5 0.2]\n",
            " [5.2 3.4 1.4 0.2]\n",
            " [4.7 3.2 1.6 0.2]\n",
            " [4.8 3.1 1.6 0.2]\n",
            " [5.4 3.4 1.5 0.4]\n",
            " [5.2 4.1 1.5 0.1]\n",
            " [5.5 4.2 1.4 0.2]\n",
            " [4.9 3.1 1.5 0.2]\n",
            " [5.0 3.2 1.2 0.2]\n",
            " [5.5 3.5 1.3 0.2]\n",
            " [4.9 3.6 1.4 0.1]\n",
            " [4.4 3.0 1.3 0.2]\n",
            " [5.1 3.4 1.5 0.2]\n",
            " [5.0 3.5 1.3 0.3]\n",
            " [4.5 2.3 1.3 0.3]\n",
            " [4.4 3.2 1.3 0.2]\n",
            " [5.0 3.5 1.6 0.6]\n",
            " [5.1 3.8 1.9 0.4]\n",
            " [4.8 3.0 1.4 0.3]\n",
            " [5.1 3.8 1.6 0.2]\n",
            " [4.6 3.2 1.4 0.2]\n",
            " [5.3 3.7 1.5 0.2]\n",
            " [5.0 3.3 1.4 0.2]\n",
            " [7.0 3.2 4.7 1.4]\n",
            " [6.4 3.2 4.5 1.5]\n",
            " [6.9 3.1 4.9 1.5]\n",
            " [5.5 2.3 4.0 1.3]\n",
            " [6.5 2.8 4.6 1.5]\n",
            " [5.7 2.8 4.5 1.3]\n",
            " [6.3 3.3 4.7 1.6]\n",
            " [4.9 2.4 3.3 1.0]\n",
            " [6.6 2.9 4.6 1.3]\n",
            " [5.2 2.7 3.9 1.4]\n",
            " [5.0 2.0 3.5 1.0]\n",
            " [5.9 3.0 4.2 1.5]\n",
            " [6.0 2.2 4.0 1.0]\n",
            " [6.1 2.9 4.7 1.4]\n",
            " [5.6 2.9 3.6 1.3]\n",
            " [6.7 3.1 4.4 1.4]\n",
            " [5.6 3.0 4.5 1.5]\n",
            " [5.8 2.7 4.1 1.0]\n",
            " [6.2 2.2 4.5 1.5]\n",
            " [5.6 2.5 3.9 1.1]\n",
            " [5.9 3.2 4.8 1.8]\n",
            " [6.1 2.8 4.0 1.3]\n",
            " [6.3 2.5 4.9 1.5]\n",
            " [6.1 2.8 4.7 1.2]\n",
            " [6.4 2.9 4.3 1.3]\n",
            " [6.6 3.0 4.4 1.4]\n",
            " [6.8 2.8 4.8 1.4]\n",
            " [6.7 3.0 5.0 1.7]\n",
            " [6.0 2.9 4.5 1.5]\n",
            " [5.7 2.6 3.5 1.0]\n",
            " [5.5 2.4 3.8 1.1]\n",
            " [5.5 2.4 3.7 1.0]\n",
            " [5.8 2.7 3.9 1.2]\n",
            " [6.0 2.7 5.1 1.6]\n",
            " [5.4 3.0 4.5 1.5]\n",
            " [6.0 3.4 4.5 1.6]\n",
            " [6.7 3.1 4.7 1.5]\n",
            " [6.3 2.3 4.4 1.3]\n",
            " [5.6 3.0 4.1 1.3]\n",
            " [5.5 2.5 4.0 1.3]\n",
            " [5.5 2.6 4.4 1.2]\n",
            " [6.1 3.0 4.6 1.4]\n",
            " [5.8 2.6 4.0 1.2]\n",
            " [5.0 2.3 3.3 1.0]\n",
            " [5.6 2.7 4.2 1.3]\n",
            " [5.7 3.0 4.2 1.2]\n",
            " [5.7 2.9 4.2 1.3]\n",
            " [6.2 2.9 4.3 1.3]\n",
            " [5.1 2.5 3.0 1.1]\n",
            " [5.7 2.8 4.1 1.3]\n",
            " [6.3 3.3 6.0 2.5]\n",
            " [5.8 2.7 5.1 1.9]\n",
            " [7.1 3.0 5.9 2.1]\n",
            " [6.3 2.9 5.6 1.8]\n",
            " [6.5 3.0 5.8 2.2]\n",
            " [7.6 3.0 6.6 2.1]\n",
            " [4.9 2.5 4.5 1.7]\n",
            " [7.3 2.9 6.3 1.8]\n",
            " [6.7 2.5 5.8 1.8]\n",
            " [7.2 3.6 6.1 2.5]\n",
            " [6.5 3.2 5.1 2.0]\n",
            " [6.4 2.7 5.3 1.9]\n",
            " [6.8 3.0 5.5 2.1]\n",
            " [5.7 2.5 5.0 2.0]\n",
            " [5.8 2.8 5.1 2.4]\n",
            " [6.4 3.2 5.3 2.3]\n",
            " [6.5 3.0 5.5 1.8]\n",
            " [7.7 3.8 6.7 2.2]\n",
            " [7.7 2.6 6.9 2.3]\n",
            " [6.0 2.2 5.0 1.5]\n",
            " [6.9 3.2 5.7 2.3]\n",
            " [5.6 2.8 4.9 2.0]\n",
            " [7.7 2.8 6.7 2.0]\n",
            " [6.3 2.7 4.9 1.8]\n",
            " [6.7 3.3 5.7 2.1]\n",
            " [7.2 3.2 6.0 1.8]\n",
            " [6.2 2.8 4.8 1.8]\n",
            " [6.1 3.0 4.9 1.8]\n",
            " [6.4 2.8 5.6 2.1]\n",
            " [7.2 3.0 5.8 1.6]\n",
            " [7.4 2.8 6.1 1.9]\n",
            " [7.9 3.8 6.4 2.0]\n",
            " [6.4 2.8 5.6 2.2]\n",
            " [6.3 2.8 5.1 1.5]\n",
            " [6.1 2.6 5.6 1.4]\n",
            " [7.7 3.0 6.1 2.3]\n",
            " [6.3 3.4 5.6 2.4]\n",
            " [6.4 3.1 5.5 1.8]\n",
            " [6.0 3.0 4.8 1.8]\n",
            " [6.9 3.1 5.4 2.1]\n",
            " [6.7 3.1 5.6 2.4]\n",
            " [6.9 3.1 5.1 2.3]\n",
            " [5.8 2.7 5.1 1.9]\n",
            " [6.8 3.2 5.9 2.3]\n",
            " [6.7 3.3 5.7 2.5]\n",
            " [6.7 3.0 5.2 2.3]\n",
            " [6.3 2.5 5.0 1.9]\n",
            " [6.5 3.0 5.2 2.0]\n",
            " [6.2 3.4 5.4 2.3]\n",
            " [5.9 3.0 5.1 1.8]]\n",
            "['Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa'\n",
            " 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa'\n",
            " 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa'\n",
            " 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa'\n",
            " 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa'\n",
            " 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa'\n",
            " 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa'\n",
            " 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa'\n",
            " 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa'\n",
            " 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa' 'Iris-setosa'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor' 'Iris-versicolor'\n",
            " 'Iris-versicolor' 'Iris-versicolor' 'Iris-virginica' 'Iris-virginica'\n",
            " 'Iris-virginica' 'Iris-virginica' 'Iris-virginica' 'Iris-virginica'\n",
            " 'Iris-virginica' 'Iris-virginica' 'Iris-virginica' 'Iris-virginica'\n",
            " 'Iris-virginica' 'Iris-virginica' 'Iris-virginica' 'Iris-virginica'\n",
            " 'Iris-virginica' 'Iris-virginica' 'Iris-virginica' 'Iris-virginica'\n",
            " 'Iris-virginica' 'Iris-virginica' 'Iris-virginica' 'Iris-virginica'\n",
            " 'Iris-virginica' 'Iris-virginica' 'Iris-virginica' 'Iris-virginica'\n",
            " 'Iris-virginica' 'Iris-virginica' 'Iris-virginica' 'Iris-virginica'\n",
            " 'Iris-virginica' 'Iris-virginica' 'Iris-virginica' 'Iris-virginica'\n",
            " 'Iris-virginica' 'Iris-virginica' 'Iris-virginica' 'Iris-virginica'\n",
            " 'Iris-virginica' 'Iris-virginica' 'Iris-virginica' 'Iris-virginica'\n",
            " 'Iris-virginica' 'Iris-virginica' 'Iris-virginica' 'Iris-virginica'\n",
            " 'Iris-virginica' 'Iris-virginica' 'Iris-virginica' 'Iris-virginica']\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Splitting the data to train and test dataset\n",
        "from sklearn.model_selection import train_test_split\n",
        "X_train, X_test, y_train, y_test = train_test_split(X, Y, test_size=0.2)\n",
        "print(X_test)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "i634-F_1qe9Q",
        "outputId": "dcc63c56-2104-452d-9e0e-01b888c746eb"
      },
      "execution_count": 11,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[[5.6 2.8 4.9 2.0]\n",
            " [6.3 2.7 4.9 1.8]\n",
            " [5.0 3.4 1.5 0.2]\n",
            " [5.7 3.8 1.7 0.3]\n",
            " [4.8 3.0 1.4 0.3]\n",
            " [6.5 3.2 5.1 2.0]\n",
            " [5.8 2.7 4.1 1.0]\n",
            " [5.4 3.7 1.5 0.2]\n",
            " [4.8 3.1 1.6 0.2]\n",
            " [4.3 3.0 1.1 0.1]\n",
            " [7.7 3.8 6.7 2.2]\n",
            " [6.3 3.3 4.7 1.6]\n",
            " [4.9 2.5 4.5 1.7]\n",
            " [5.8 2.7 5.1 1.9]\n",
            " [5.1 3.8 1.9 0.4]\n",
            " [6.7 3.1 4.7 1.5]\n",
            " [5.1 2.5 3.0 1.1]\n",
            " [5.3 3.7 1.5 0.2]\n",
            " [6.0 3.0 4.8 1.8]\n",
            " [6.7 3.3 5.7 2.5]\n",
            " [6.4 3.2 5.3 2.3]\n",
            " [5.4 3.4 1.5 0.4]\n",
            " [5.4 3.0 4.5 1.5]\n",
            " [5.0 3.5 1.6 0.6]\n",
            " [6.9 3.1 5.1 2.3]\n",
            " [5.9 3.0 4.2 1.5]\n",
            " [5.5 2.5 4.0 1.3]\n",
            " [6.2 2.9 4.3 1.3]\n",
            " [6.7 3.0 5.2 2.3]\n",
            " [6.3 2.9 5.6 1.8]]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Model 1:Support vector machine algorithm\n",
        "from sklearn.svm import SVC\n",
        "\n",
        "model_svc = SVC()\n",
        "model_svc.fit(X_train, y_train)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "QhbJJteWrcVf",
        "outputId": "e76fbdcd-151a-4618-e826-d5579118412a"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "SVC()"
            ]
          },
          "metadata": {},
          "execution_count": 12
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "predic1 = model_svc.predict(X_test)\n",
        "#Calculating accuracy\n",
        "from sklearn.metrics import accuracy_score\n",
        "print(accuracy_score(y_test, predic1)*100)\n",
        "for i in range(len(predic1)):\n",
        "  print(y_test[i],predic1[i])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "NzdyXxBVrz1v",
        "outputId": "6540e8ce-4f47-4697-caad-569fd8343f43"
      },
      "execution_count": 16,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "90.0\n",
            "Iris-virginica Iris-virginica\n",
            "Iris-virginica Iris-versicolor\n",
            "Iris-setosa Iris-setosa\n",
            "Iris-setosa Iris-setosa\n",
            "Iris-setosa Iris-setosa\n",
            "Iris-virginica Iris-virginica\n",
            "Iris-versicolor Iris-versicolor\n",
            "Iris-setosa Iris-setosa\n",
            "Iris-setosa Iris-setosa\n",
            "Iris-setosa Iris-setosa\n",
            "Iris-virginica Iris-virginica\n",
            "Iris-versicolor Iris-versicolor\n",
            "Iris-virginica Iris-versicolor\n",
            "Iris-virginica Iris-virginica\n",
            "Iris-setosa Iris-setosa\n",
            "Iris-versicolor Iris-versicolor\n",
            "Iris-versicolor Iris-versicolor\n",
            "Iris-setosa Iris-setosa\n",
            "Iris-virginica Iris-versicolor\n",
            "Iris-virginica Iris-virginica\n",
            "Iris-virginica Iris-virginica\n",
            "Iris-setosa Iris-setosa\n",
            "Iris-versicolor Iris-versicolor\n",
            "Iris-setosa Iris-setosa\n",
            "Iris-virginica Iris-virginica\n",
            "Iris-versicolor Iris-versicolor\n",
            "Iris-versicolor Iris-versicolor\n",
            "Iris-versicolor Iris-versicolor\n",
            "Iris-virginica Iris-virginica\n",
            "Iris-virginica Iris-virginica\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Model2:Logistic Regression\n",
        "from sklearn.linear_model import LogisticRegression\n",
        "model_LR=LogisticRegression()\n",
        "model_LR.fit(X_train,y_train)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "qyjYgLugs6Hp",
        "outputId": "8d04725c-6716-4823-90e9-7caeff402f6f"
      },
      "execution_count": 17,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "LogisticRegression()"
            ]
          },
          "metadata": {},
          "execution_count": 17
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "predic2 = model_LR.predict(X_test)\n",
        "#Calculating accuracy\n",
        "from sklearn.metrics import accuracy_score\n",
        "print(accuracy_score(y_test, predic2)*100)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Ubj75GtXtWLP",
        "outputId": "12803a4f-deee-41dc-c644-345494c7e881"
      },
      "execution_count": 18,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "93.33333333333333\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Model3:DecisionTreeClassifier\n",
        "from sklearn.tree import DecisionTreeClassifier\n",
        "model_DTC=DecisionTreeClassifier()\n",
        "model_DTC.fit(X_train,y_train)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "sTnHSi4MtzLi",
        "outputId": "a76c0ba7-6964-4297-fe0e-c13997be163f"
      },
      "execution_count": 19,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "DecisionTreeClassifier()"
            ]
          },
          "metadata": {},
          "execution_count": 19
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "predic3 = model_svc.predict(X_test)\n",
        "#Calculating accuracy\n",
        "from sklearn.metrics import accuracy_score\n",
        "print(accuracy_score(y_test, predic3)*100)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "SOLBVwhUuJ6X",
        "outputId": "daae4d9b-8326-4c25-c62d-94cf6fa153f0"
      },
      "execution_count": 21,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "90.0\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Detailed Classification Report\n",
        "from sklearn.metrics import classification_report\n",
        "print(classification_report(y_test,predic2))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "BtSMD44rumGT",
        "outputId": "334052f5-1ecc-4de0-ffcc-7cfe07e44055"
      },
      "execution_count": 22,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "                 precision    recall  f1-score   support\n",
            "\n",
            "    Iris-setosa       1.00      1.00      1.00        10\n",
            "Iris-versicolor       0.80      1.00      0.89         8\n",
            " Iris-virginica       1.00      0.83      0.91        12\n",
            "\n",
            "       accuracy                           0.93        30\n",
            "      macro avg       0.93      0.94      0.93        30\n",
            "   weighted avg       0.95      0.93      0.93        30\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "X_new = np.array([[3, 2, 1, 0.2],[4.9, 2.2, 3.8, 1.1],[5.3, 2.5, 4.6, 1.9]])\n",
        "#Prediction of the species from the input vector\n",
        "predic=model_svc.predict(X_new)\n",
        "print(\"Prediction of Species: {}\".format(predic))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Eaxwvg0uvA7s",
        "outputId": "363b11fd-7e11-406a-aced-fc66f839e836"
      },
      "execution_count": 23,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Prediction of Species: ['Iris-setosa' 'Iris-versicolor' 'Iris-versicolor']\n"
          ]
        }
      ]
    }
  ]
}