DIY: Word Ladder I
Solve the interview question "Word Ladder I" in this lesson.
We'll cover the following
Problem statement
You are given an array of words, a startingWord
, and an endingWord
. This problem requires you to find the minimum number of transitions required to convert the startingWord
into the endingWord
under the following constraints:
-
All the words should be of the same length.
-
There should be no duplicates in the given array.
-
startingWord
andendingWord
should be non-empty. -
startingWord
andendingWord
should not be the same. -
A transition can only occur if two words differ by one character/alphabet.
-
It should return an empty array if there is no such transformation sequence.
-
All the words should contain only lowercase alphabetic characters.
Input
The following is an example input:
wordList = {"hot","dot","dog","lot","log","cog"}
start = "hit"
target = "cog"
Output
The following is an example output:
4
One shortest transformation can be "hit" -> "hot" -> "dot" -> "dog" -> "cog"
. It can be seen that it took 4 steps to reach the last word.
Coding exercise
For this coding exercise, you need to implement the wordLadder(startingWord, endingWord, wordList)
function. The function will return the shortest transformation from the startingWord
to the endingWord
.
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