One of the holy grails for unit testing is to get 100% code coverage from your tests. However, you can’t sit back and smoke a cigar when you reach that point and assume your code is invulnerable. Code coverage just is not enough.

One obvious reason is that Code Coverage cannot help you find errors of omission. That is, even if you had 100% code coverage from your tests, if you forget to implement a feature (and a test for that feature), then you’re shit out of luck.

However, apart from errors of omission, there’s the case presented here. Imagine you have the following simple class (I’m sure your real world class is much more complicated and interesting, but bear with me).

using System;
using System.Collections;

public class MyClass
{
    Dictionary<string, int> _values = new Dictionary<string, int>();

    public MyClass()
    {
        _values.Add("keyOne", "1");
        _values.Add("keyTwo", "7");
        _values.Add("keyThree", "10");

        // ...
    }

    public int SumIt(string[] keys)
    {
        int total = 0;
        
		foreach(string key in keys)
        {
            total += _values[key];
            _values[key] = total;

            //Maybe we do some other
            //interesting things here.
        }

        return total;
    }
}

Now imagine you test this class with the following NUnit fixture.

using System;
using XUnit;

public class MyClassTest
{
    [Fact]
    public void TestSumIt()
    {
        var mine = new MyClass();
        string[] keys = {"keyOne", "keyTwo"};
        Assert.Equal(8, mine.SumIt(keys));
    }
}

Voila! 100% code coverage. But does this satisfy the little QA tester inside? I would hope not and suggest that it shouldn’t. Code coverage is worthy goal, but often unnattainable in large systems (hence the need for prioritization) and doesn’t provide all the benefits it would seem.

To handle situations like this, unit tests need to go beyond concentrating on code coverage and also consider data coverage. Of course, that’s not always practical. In the above example, if I only have 10 keys, testing the possible permutations of SumIt becomes a huge burden. Often the best you can do is to test a small sample and the boundary cases.