{
  "nbformat": 4,
  "nbformat_minor": 0,
  "metadata": {
    "colab": {
      "name": "Experiment-4 Writing a class using a self variable as method parameter.ipynb",
      "provenance": [],
      "collapsed_sections": []
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "RoUE-aw7JSb5"
      },
      "source": [
        "# **Name: FirstName LastName**\n",
        "# **Enrollment No.:1234567890**\n",
        "# **Class:5CEA**"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "9CCYqf6OJMjj"
      },
      "source": [
        "# **Experiment-4 Writing a class using a self variable as method parameter**"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "a_PjybrgZtR-"
      },
      "source": [
        "![Experiment-4 Writing a class using a self variable as method parameter.PNG](data:image/png;base64,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)"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "neIVUhfRZ0eO"
      },
      "source": [
        "# write your code here"
      ],
      "execution_count": null,
      "outputs": []
    }
  ]
}