# TDD Basics : String Calculator Kata

# Objectives

- Triangulate to solve the problem
- Experiment to learn and explore possible solution
- Refactoring when there is no duplication to write intent revealing code
- Simplifying method signature

# Difficulty Level

Medium

# Problem Statement

- Try not to read ahead.
- Do one task at a time. The trick is to learn to work incrementally.
- Make sure you only test for correct inputs. There is no need to test for invalid inputs for this kata.

```
1. Create a simple String Calculator with a method add(string containing numbers)
- The method can take 0, 1 or 2 numbers, and will return their sum (for an empty string it will return 0) for example '', '1' or '1,2'.
- Start with the simplest test case of an empty string and move to 1 and two numbers.
- Remember to solve things as simply as possible so that you force yourself to write tests you did not think about.
- Remember to refactor after each passing test.
2. Allow the add method to handle an unknown amount of numbers.
3. Allow the add method to handle newlines between numbers (instead of commas)
- The following input is ok: '1\n2,3' (will equal 6)
- The following input is NOT ok: '1,\n' (no need to prove it - just clarifying)
4. Support different delimiters
- To change a delimiter, the beginning of the string will contain a separate line that looks like this: '//[delimiter]\n[numbers...]' for example '//;\n1;2' should return three where the default delimiter is ';'
- The first line is optional. All existing scenarios should still be supported.
```

This TDD Kata is by Roy Osherove found at : http://osherove.com/tdd-kata-1/. Follow the guidelines and write the specs. Compare your solution to the following solution.

# Steps

## Step 1

```
class Calculator
def calculate(input)
input.to_i
end
end
describe Calculator do
let(:calculator) { Calculator.new }
it "returns 0 for an empty string" do
result = calculator.calculate("")
result.should == 0
end
it "returns 1 for a string containing 1" do
result = calculator.calculate("1")
result.should == 1
end
end
```

# Discussion

If I get stuck and I don’t know how a complex algorithm should work I’ll write a test for an error case. Then I’ll write a test for the simplest non-error case I can think of and return a hard coded value. Then I’ll write another test case and see if I can figure out the algorithm at that point. In doing so I gain some momentum and perhaps some insight in how the algorithm should behave on an edge case and a few normal cases.

This is called triangulation and it was used in celestial navigation for thousands of years. It is easier to see you are moving when you compare your position to two or more points on the horizon rather than just one. The same applies to coding; it is often easier to figure out the behavior of an algorithm by examining a couple of test cases instead of just one.

From a blog post on Triangulation by David Bernstein. Let's now triangulate and implement the real solution.

## Step 2

```
class Calculator
def calculate(input)
strings = input.split(',')
numbers = strings.map{|x| x.to_i}
numbers.inject{|sum, n| sum + n}
end
end
describe Calculator do
let(:calculator) { Calculator.new }
it "returns 0 for an empty string" do
result = calculator.calculate("")
result.should == 0
end
it "returns 1 for a string containing 1" do
result = calculator.calculate("1")
result.should == 1
end
it "returns the sum of the numbers for '1,2'" do
result = calculator.calculate("1,2")
result.should == 3
end
end
```

Started with the simplest test case of an empty string and moved to 1 and two numbers. Experimented in irb to get the generic solution working. Copied the code to calculate method to get the test passing. This broke the test #1. Let's fix that now.

## Step 3

Added a guard condition to handle the blank string edge case.

```
class Calculator
def calculate(input)
if input.include?(',')
strings = input.split(',')
numbers = strings.map{|x| x.to_i}
numbers.inject{|sum, n| sum + n}
else
input.to_i
end
end
end
```

## Step 4

Refactored in green state. Made the methods smaller. Method names expressive and focused on doing just one thing.

```
class Calculator
def calculate(input)
if input.include?(',')
numbers = convert_string_to_integers(input)
calculate_sum(numbers)
else
input.to_i
end
end
private
def convert_string_to_integers(input)
strings = input.split(',')
strings.map{|x| x.to_i}
end
def calculate_sum(numbers)
numbers.inject{|sum, n| sum + n}
end
end
```

Note that this refactoring was not about duplication. The focus was to write intent revealing code.

## Step 5

From the requirements, the spec for the next task:

```
it 'can add unknown amount of numbers' do
result = calculator.calculate("1,2,3,4")
result.should == 10
end
```

## Step 6

This test passes without failing. So we mutate the code to make the test fail:

```
def calculate_sum(numbers)
return 0 if numbers.size == 4
numbers.inject{|sum, n| sum + n}
end
```

## Step 7

Now we make the test pass by removing the short-circuit statement :

```
return 0 if numbers.size == 4
```

```
def calculate_sum(numbers)
numbers.inject{|sum, n| sum + n}
end
```

## Step 8

Add the following statement to the calculator_spec.rb:

```
require_relative 'calculator'
```

## Step 9

Move the calculator class to its own file. All specs should pass.

## Step 10

```
it 'allows new line also as a delimiter' do
result = calculator.calculate("1\n2,3")
result.should == 6
end
```

This test fails.

## Step 11

To make it pass the calculator method now calls normalize_delimiter() method:

```
class Calculator
def calculate(input)
normalize_delimiter(input)
if input.include?(',')
numbers = convert_string_to_integers(input)
calculate_sum(numbers)
else
input.to_i
end
end
private
def normalize_delimiter(input)
input.gsub!("\n", ',')
end
... Other methods are the same ...
end
```

## Step 12

After experimenting in the irb and learning about the String API, the quick and dirty implementation looks like this:

```
class Calculator
def calculate(input)
if input.start_with?('//')
@delimiter = input[2]
@string = input[4, input.length - 1]
else
@delimiter = "\n"
@string = input
end
normalize_delimiter
if @string.include?(',')
numbers = convert_string_to_integers
calculate_sum(numbers)
else
@string.to_i
end
end
private
def convert_string_to_integers
strings = @string.split(',')
strings.map{|x| x.to_i}
end
def calculate_sum(numbers)
numbers.inject{|sum, n| sum + n}
end
def normalize_delimiter
@string.gsub!(@delimiter, ',')
end
end
```

## Step 13

After Cleanup :

```
class Calculator
def calculate(input)
initialize_delimiter_and_input(input)
normalize_delimiter
if @string.include?(',')
numbers = convert_string_to_integers
calculate_sum(numbers)
else
@string.to_i
end
end
private
def initialize_delimiter_and_input(input)
if input.start_with?('//')
@delimiter = input[2]
@string = input[4, input.length - 1]
else
@delimiter = "\n"
@string = input
end
end
def convert_string_to_integers
strings = @string.split(',')
strings.map{|x| x.to_i}
end
def calculate_sum(numbers)
numbers.inject{|sum, n| sum + n}
end
def normalize_delimiter
@string.gsub!(@delimiter, ',')
end
end
```

We are not passing in the string to be processed into methods anymore. Since it is needed by most of the methods, it is now an instance variable. We removed the argument to the private methods to simplify the interface.

# Summary

In this article you learned about Triangulation. When you apply Triangulation, you write tests for 0, 1, 2 element cases and finally generalize by extending the solution to any number of **n** elements.

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