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keko-dictionarypath

Given the start word, end word, and the dictionary, find the length of the shortest transformation sequence from start to end,

Dictionary Path

The main aim of this question is to assess your proficiency as a software engineer. Imagine it is the beginning of a new project, and this question is the foundation of it. Think about readability, code quality and testability of your solution.

After solving this problem please provide a short answer to the following questions:

How did you approach solving this problem?

How did you check that your solution is correct?

Specify any assumptions that you have made.

You can write the solution to this problem in the language of your choice. When finished please send us all the source code including your tests and answer each question

The solution will be judged by:

Correctness (did you cover all edge cases)

Quality of Code

Readability

Your answers to the three questions above

Please send a zip of the solution back to your contact; specifying what language you have used and with only one step to run the code and tests. Attached zips of code or executables can be caught in spam filters, it might be safest to link us to your preferred Drive / Dropbox / cloud storage platform.

Task

Given the start word, end word, and the dictionary, find the length of the shortest transformation sequence from start to end, such that:

Only one letter can be changed at a time

Each intermediate word must exist in the given dictionary

At each step, exactly one character is replaced with another character

For example:

start = “lack” end = “mock”

dictionary = [“lack”,”hack”,”lick”,”sick”,”sock”,”mock”]

The shortest transformation is lack -> lick -> sick -> sock -> mock, and the length is 4.

Note: All words have the same length. All words contain only lowercase alphabetic characters. You may hard code example data into your app, not need to read input or files.

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Given the start word, end word, and the dictionary, find the length of the shortest transformation sequence from start to end,

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