iris_visualisation.ipynb

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        "id": "aOSk5xCtWbXu"
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      "source": [
        "import seaborn as sns"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sns.get_dataset_names()"
      ],
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            "text/plain": [
              "['anagrams',\n",
              " 'anscombe',\n",
              " 'attention',\n",
              " 'brain_networks',\n",
              " 'car_crashes',\n",
              " 'diamonds',\n",
              " 'dots',\n",
              " 'dowjones',\n",
              " 'exercise',\n",
              " 'flights',\n",
              " 'fmri',\n",
              " 'geyser',\n",
              " 'glue',\n",
              " 'healthexp',\n",
              " 'iris',\n",
              " 'mpg',\n",
              " 'penguins',\n",
              " 'planets',\n",
              " 'seaice',\n",
              " 'taxis',\n",
              " 'tips',\n",
              " 'titanic']"
            ]
          },
          "metadata": {},
          "execution_count": 2
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df = sns.load_dataset(\"iris\")"
      ],
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        "id": "Dkx0Wy2iWtb3"
      },
      "execution_count": 4,
      "outputs": []
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      "source": [
        "df.head()"
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            "text/plain": [
              "   sepal_length  sepal_width  petal_length  petal_width species\n",
              "0           5.1          3.5           1.4          0.2  setosa\n",
              "1           4.9          3.0           1.4          0.2  setosa\n",
              "2           4.7          3.2           1.3          0.2  setosa\n",
              "3           4.6          3.1           1.5          0.2  setosa\n",
              "4           5.0          3.6           1.4          0.2  setosa"
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              "     sepal_length  sepal_width  petal_length  petal_width    species\n",
              "145           6.7          3.0           5.2          2.3  virginica\n",
              "146           6.3          2.5           5.0          1.9  virginica\n",
              "147           6.5          3.0           5.2          2.0  virginica\n",
              "148           6.2          3.4           5.4          2.3  virginica\n",
              "149           5.9          3.0           5.1          1.8  virginica"
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              "                                                     [key], {});\n",
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            "text/plain": [
              "<AxesSubplot:xlabel='species', ylabel='Count'>"
            ]
          },
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          "execution_count": 7
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          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": "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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "We have equal sample size of all three species"
      ],
      "metadata": {
        "id": "6w7qWdEzXYB-"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.kdeplot(data=df,x=\"sepal_length\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        },
        "id": "wExpbJqRXUSv",
        "outputId": "3c4ab073-7816-448d-c706-c5ac2bd50570"
      },
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<AxesSubplot:xlabel='sepal_length', ylabel='Density'>"
            ]
          },
          "metadata": {},
          "execution_count": 8
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Most sepal length between 4.5 and 7 units"
      ],
      "metadata": {
        "id": "-bvsWYtaXqe_"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.kdeplot(data=df,x=\"sepal_length\",hue =\"species\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        },
        "id": "QbKoifzvXpBp",
        "outputId": "94c4ea16-d1fb-4edb-894a-e2913f9466a2"
      },
      "execution_count": 9,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<AxesSubplot:xlabel='sepal_length', ylabel='Density'>"
            ]
          },
          "metadata": {},
          "execution_count": 9
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Virginica species generally has longest sepal length and setosa has shortest. "
      ],
      "metadata": {
        "id": "Z203peRgYIyy"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.kdeplot(data=df,x=\"sepal_width\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        },
        "id": "kVKvEjWdX3H4",
        "outputId": "578430fd-a23b-4229-ce66-9b15e378cd2a"
      },
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<AxesSubplot:xlabel='sepal_width', ylabel='Density'>"
            ]
          },
          "metadata": {},
          "execution_count": 10
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Most sepal width are are between 2.5 and 3.5"
      ],
      "metadata": {
        "id": "HOTnmaGOYSyF"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.kdeplot(data=df,x=\"sepal_width\",hue =\"species\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        },
        "id": "cowTpkKJYOjL",
        "outputId": "4c2ca1e1-1ade-426c-ea6e-a475a5f95c67"
      },
      "execution_count": 11,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<AxesSubplot:xlabel='sepal_width', ylabel='Density'>"
            ]
          },
          "metadata": {},
          "execution_count": 11
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "It would be impossible to tell the species with sepal width, but under some cicumstances it is possible. If sepal width is greater than 4.7-4.8 it is very likely to be setosa and if it is lower than 1.7-1.8 it is very likely to be versicolour."
      ],
      "metadata": {
        "id": "MuUQ8_00YjKh"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.kdeplot(data=df,x=\"petal_length\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        },
        "id": "UnxdQOgcYR0w",
        "outputId": "536e6252-e9ea-4672-a08b-98052a773bcd"
      },
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<AxesSubplot:xlabel='petal_length', ylabel='Density'>"
            ]
          },
          "metadata": {},
          "execution_count": 14
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Petal length is very up and down. No clear portion where it is the greatest, however most petal length is between 0.2-2.7 and between 3.5-6.5."
      ],
      "metadata": {
        "id": "Ad1N8jrWZO1V"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Petal"
      ],
      "metadata": {
        "id": "M1X_M0KpY6U2"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.kdeplot(data=df,x=\"petal_length\",hue =\"species\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        },
        "id": "TBKHUWFMY3hq",
        "outputId": "213a76d2-2552-480d-fb91-4fb4a44ea727"
      },
      "execution_count": 15,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<AxesSubplot:xlabel='petal_length', ylabel='Density'>"
            ]
          },
          "metadata": {},
          "execution_count": 15
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Petal length instantly tells us whether or not the plant is of setosa species. It is more difficult to differentiate between versicolour and virginica if petal length is between 3.8 and 5.8. Otherwise we can easily tell what species the plant belongs to. Petal length is very important to identify the species of plant."
      ],
      "metadata": {
        "id": "zWoQ7kjfZf-K"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.kdeplot(data=df,x=\"petal_width\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 298
        },
        "id": "X5s8MK-LY5Xw",
        "outputId": "5ed6b289-4660-471d-822d-36bb12220a64"
      },
      "execution_count": 16,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<AxesSubplot:xlabel='petal_width', ylabel='Density'>"
            ]
          },
          "metadata": {},
          "execution_count": 16
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "very simmilar to petal length. Petal width is very up and down. No clear portion where it is the greatest, however most petal width is between 0.1-0.8 and between 1-2.5."
      ],
      "metadata": {
        "id": "1L7Zb5kkaCIX"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.kdeplot(data=df,x=\"petal_width\",hue =\"species\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        },
        "id": "nrC2jJZdZ6Gf",
        "outputId": "3ee37359-1a35-43cd-cb55-83e51d33aae3"
      },
      "execution_count": 17,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<AxesSubplot:xlabel='petal_width', ylabel='Density'>"
            ]
          },
          "metadata": {},
          "execution_count": 17
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Very simmilar to petal length. Petal width instantly tells us whether or not the plant is of setosa species. It is more difficult to differentiate between versicolour and virginica if petal width is between 1 and 2. Otherwise we can easily tell what species the plant belongs to. Petal width is very important to identify the species of plant."
      ],
      "metadata": {
        "id": "ppld3nbIaiMs"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.scatterplot(data=df,x=\"petal_width\",y =\"petal_length\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        },
        "id": "DAa7k4D2Z80T",
        "outputId": "64659901-d2ab-44e0-e6c7-13eec1242da4"
      },
      "execution_count": 18,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<AxesSubplot:xlabel='petal_width', ylabel='petal_length'>"
            ]
          },
          "metadata": {},
          "execution_count": 18
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "there is a positive correlation between petal length and width."
      ],
      "metadata": {
        "id": "mJDP39Ofa-oz"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "sns.scatterplot(data=df,x=\"petal_width\",y =\"petal_length\",hue=\"species\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        },
        "id": "C53XkEbJbMFq",
        "outputId": "5f11517d-8a79-4b28-f8bd-6734267c90eb"
      },
      "execution_count": 19,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<AxesSubplot:xlabel='petal_width', ylabel='petal_length'>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "setosa are very different sizes than versicolour and virginica. Versicolour are generally shorter and less wide than virginica besides small overlay. Virginica is by far the longest and widest. "
      ],
      "metadata": {
        "id": "O2DjVZR0bQ7b"
      }
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "UNJUOhTCbzw5"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}