Unit Test Code
ArrayUtils.java - imports and start of class
/* * To change this license header, choose License Headers in Project Properties. * To change this template file, choose Tools | Templates * and open the template in the editor. */ package com.celestial.tdd.demo.v1; import static org.hamcrest.CoreMatchers.is; import org.junit.Before; import org.junit.Test; import static org.junit.Assert.*; import org.junit.Rule; import org.junit.rules.ExpectedException; /** * * @author Selvyn */ public class ArrayUtilsTest { ...
Iteration 1
ArrayUtilsTest.java - iteration 1
public class ArrayUtilsTest { @Test public void find_highest_in_array_of_one() { // Arrange int array[] = { 10 }; ArrayUtils arrayUtils = new ArrayUtils(); // Act int result = arrayUtils.findHighest(array); // Assert assertThat(result, is(10)); } }
CUT
ArrayUtils .java - iteration 1
class ArrayUtils { // Version 1 for find_highest_in_array_of_one() int findHighest(int[] array) { return array[0]; } }
Iteration 2
ArrayUtilsTest.java - iteration 2
public class ArrayUtilsTest { @Test public void find_highest_in_array_of_one() { // Arrange int array[] = { 10 }; ArrayUtils arrayUtils = new ArrayUtils(); // Act int result = arrayUtils.findHighest(array); // Assert assertThat(result, is(10)); } @Test public void find_highest_in_array_of_two_pre_ordered() { // Arrange int array[] = { 20, 10 }; ArrayUtils arrayUtils = new ArrayUtils(); int expectedResult = 20; //Act int result = arrayUtils.findHighest(array); // Assert assertThat(result, is(expectedResult)); } @Test public void find_highest_in_array_of_two_ascending() { // Arrange int array[] = { 10, 20 }; ArrayUtils arrayUtils = new ArrayUtils(); int expectedResult = 20; //Act int result = arrayUtils.findHighest(array); // Assert assertThat(result, is(expectedResult)); } }
CUT
ArrayUtils.java - iteration 2
class ArrayUtils { // Version 2 for find_highest_in_array_of_two_...() public int findHighest(int array[]) { int highestSoFar = array[0]; if( array.length > 1 && array[1] > highestSoFar ) highestSoFar = array[1]; return highestSoFar; } }
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