{ "cells": [ { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# ICS 104 - Introduction to Programming in Python and C\n", "## Objects and Classes - Lab" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# Lab Objectives\n", "- To understand the concepts of classes, objects and encapsulation\n", "- To implement instance variables, methods and constructors\n", "- To be able to design, implement and test your own classes" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# Worked Example" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "- Problem Statement: Your task is to write a class that simulates a bank account. Customers can deposit and withdraw funds. If sufficient funds are not available for withdrawal, a $10 overdraft penalty is charged. At the end of the month, interest is added to the account. The interest rate can vary every month." ] }, { "cell_type": "markdown", "metadata": { "cell_style": "center", "slideshow": { "slide_type": "slide" } }, "source": [ "- **Step 1:** Get an informal list of the responsibilities of your objects.\n", "- The following responsibilities are mentioned in the problem statement:\n", " - **Deposit funds.**\n", " - **Withdraw funds.**\n", " - **Add interest.**" ] }, { "cell_type": "markdown", "metadata": { "cell_style": "center", "slideshow": { "slide_type": "fragment" } }, "source": [ "- There is a hidden responsibility as well. We need to be able to find out how much money is in the account.\n", " - **Get balance.**" ] }, { "cell_type": "markdown", "metadata": { "cell_style": "center", "slideshow": { "slide_type": "slide" } }, "source": [ "- **Step 2:** Specify the public interface.\n", " - To deposit or withdraw money, one needs to know the amount of the deposit or withdrawal:\n", " - ```def deposit (self, amount):```\n", " - ```def withdraw (self, amount):```" ] }, { "cell_type": "markdown", "metadata": { "cell_style": "split", "slideshow": { "slide_type": "fragment" } }, "source": [ "- To add interest, one needs to know the interest rate that is to be applied:\n", " - ```def addInterest (self, rate) :```\n", "- Finally, we have \n", " - ``` def getBalance (self) :```" ] }, { "cell_type": "markdown", "metadata": { "cell_style": "split", "slideshow": { "slide_type": "fragment" } }, "source": [ "- Now we move to the constructor. The constructor should accept the initial balance of the account. \n", "- It can be useful to allow for an initial zero balance using a default argument. \n", " - ``` def __init__ (self, initialBalance = 0.0) :```" ] }, { "attachments": { "ch09-lab-fig1.PNG": { "image/png": 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" } }, "cell_type": "markdown", "metadata": { "cell_style": "split", "slideshow": { "slide_type": "slide" } }, "source": [ "- **Step 3:** Document the public interface:\n", "![ch09-lab-fig1.PNG](attachment:ch09-lab-fig1.PNG)" ] }, { "attachments": { "ch09-lab-fig2.PNG": { "image/png": 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" } }, "cell_type": "markdown", "metadata": { "cell_style": "split", "slideshow": { "slide_type": "fragment" } }, "source": [ "![ch09-lab-fig2.PNG](attachment:ch09-lab-fig2.PNG)" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "- **Step 4:** Determine instance variables.\n", "- We need to store the bank balance:\n", " - ```self._balance = initialBalance```" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "- Do we need to store the interest rate? \n", " - No — it varies every month, and is supplied as an argument to addInterest. \n", "- What about the withdrawal penalty? \n", " - The problem description states that it is a fixed $10, so we need not store it. \n", "- If the penalty could vary over time, as is the case with most real bank accounts, we would need to store it somewhere (perhaps in a Bank object), but it is not our job to model every aspect of the real world." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "cell_style": "center", "slideshow": { "slide_type": "slide" } }, "outputs": [], "source": [ "##\n", "# This module defines a class that models a bank account.\n", "#\n", "\n", "## A bank account has a balance that can be changed by deposits and withdrawals.\n", "#\n", "class BankAccount :\n", " ## Constructs a bank account with a given balance.\n", " # @param initialBalance the initial account balance (default = 0.0)\n", " #\n", " def __init__(self, initialBalance = 0.0) :\n", " self._balance = initialBalance\n", "\n", " ## Deposits money into this account.\n", " # @param amount the amount to deposit\n", " #\n", " def deposit(self, amount) :\n", " self._balance = self._balance + amount\n", "\n", " ## Makes a withdrawal from this account, or charges a penalty if\n", " # sufficient funds are not available.\n", " # @param amount the amount of the withdrawal\n", " #\n", " def withdraw(self, amount) :\n", " PENALTY = 10.0\n", " if amount > self._balance :\n", " self._balance = self._balance - PENALTY\n", " else : \n", " self._balance = self._balance - amount\n", "\n", " ## Adds interest to this account.\n", " # @param rate the interest rate in percent\n", " #\n", " def addInterest(self, rate) :\n", " amount = self._balance * rate / 100.0\n", " self._balance = self._balance + amount\n", "\n", " ## Gets the current balance of this account.\n", " # @return the current balance\n", " #\n", " def getBalance(self) :\n", " return self._balance\n", "\n", " " ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "cell_style": "center", "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1504.90\n", "Expected: 1504.90\n" ] } ], "source": [ "##\n", "# This program tests the BankAccount class.\n", "#\n", "# from bankaccount import BankAccount\n", "\n", "harrysAccount = BankAccount(1000.0)\n", "harrysAccount.deposit(500.0) # Balance is now $1500\n", "harrysAccount.withdraw(2000.0) # Balance is now $1490 \n", "harrysAccount.addInterest(1.0) # Balance is now $1490 + 14.90\n", "print(\"%.2f\" % harrysAccount.getBalance())\n", "print(\"Expected: 1504.90\") \n", "\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# Exercises " ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Exercise # 1\n", "Define a class `Point` that represents a point in $2-D$ plane. The point has $x$ and $y$ coordinates. Define the following:\n", "-\tA constructor to initialize the $x$, $y$ coordinates.\n", "-\tA method `translate(self, dx,dy)` to translate the point object `dx`, and `dy` units in $x$ and $y$ directions, respectively.\n", "-\tA method `distanceTo (self, point2)` to return the distance between the point referenced by `self` and `point2`.\n", "-\t`getX(self)` to return the value of $x$ coordinate.\n", "-\t`getY(self)` to return the value of $y$ coordinate
. \n", "\n", "Test the above class by:\n", "- Creating 2 point objects; one with (3,5) as x,y coordinates; the second with (-10,30) as x,y coordinates.\n", "- Move the first point 5.5 units in x direction and -12.5 units in y direction using translate method
\n", "- Find the distance between the 2 points in their current location using distanceTo method\n", "\n", "A Sample output resulting from running the above test class is shown below\n", "``` \n", "new coordinates of point1= (8.5 , -7.5) \n", "\n", "Coordinates of point 2 = (-10.0 , 30.0) \n", "\n", "Distance between the 2 points = 41.82 \n", "```\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "# YOUR CODE HERE\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Exercise # 2\n", "Implement a `class` Car with the following properties. A car has a certain fuel efficiency (measured in km/liter) \n", "and a certain amount of fuel in the tank.\n", "The efficiency is specified in the constructor, and the initial default fuel volume is 0. \n", "Supply a method `drive` that simulates driving the car for a certain distance, reducing the fuel in the tank, \n", "a method `getFuel` to return the amount of fuel in the tank, \n", "and a method `addFuel` to fill the tank with an amount. A method `getFuelEfficiency` to return the current fuel efficiency. ANother method `setFuelEfficiency` to assign a new value to fuel efficiency. \n", "\n", "Sample usage:\n", "```\n", "- create a Car object with fuel efficiency of 10 km/liter \n", " and fuel volume of 20 liters \n", "- Display available fuel and fuel efficiency\n", "- Try to drive 500 kms (it should not drive and display a messge)\n", "- Add 30 liters of fuel\n", "- Change fuel efficiency to 20 kms/liter\n", "- drive 300 kms\n", "- display the remaining fuel\n", "```" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "# YOUR CODE HERE\n", "\n", "\n" ] }, { "cell_type": "raw", "metadata": {}, "source": [ "Sample run due to sample usage shown above:\n", "Fuel Available= 20 liters\n", "Fuel efficiency = 10 km/liter\n", "The available fuel can drive maximum of 200 km\n", "remaining Fuel= 35.0 liters" ] } ], "metadata": { "celltoolbar": "Slideshow", "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.3" }, "rise": { "theme": "yellow" }, "toc": { "base_numbering": 1, "nav_menu": {}, "number_sections": true, "sideBar": false, "skip_h1_title": false, "title_cell": "Table of Contents", "title_sidebar": "Contents", "toc_cell": false, "toc_position": { "height": "789px", "left": "450px", "top": "145px", "width": "384px" }, "toc_section_display": false, "toc_window_display": false }, "varInspector": { "cols": { "lenName": 16, "lenType": 16, "lenVar": 40 }, "kernels_config": { "python": { "delete_cmd_postfix": "", "delete_cmd_prefix": "del ", "library": "var_list.py", "varRefreshCmd": "print(var_dic_list())" }, "r": { "delete_cmd_postfix": ") ", "delete_cmd_prefix": "rm(", "library": "var_list.r", "varRefreshCmd": "cat(var_dic_list()) " } }, "types_to_exclude": [ "module", "function", "builtin_function_or_method", "instance", "_Feature" ], "window_display": false } }, "nbformat": 4, "nbformat_minor": 4 }