Algorithm-Mutations.md

Algorithm Mutations

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🏁 Problem Explanation:

• Return true if the string in the first element of the array contains all of the letters of the string in the second element of the array..

Relevant Links

• String.indexOf()

💬 Hint: 1

• If everything is lowercase it will be easier to compare.

try to solve the problem now

💬 Hint: 2

• Our strings might be easier to work with if they were arrays of characters.

try to solve the problem now

💬 Hint: 3

• A loop might help. Use indexOf() to check if the letter of the second word is on the first.

try to solve the problem now

Spoiler Alert!

Solution ahead!

🔰 Basic Code Solution:

Procedural

function mutation(arr) {
  var test = arr[1].toLowerCase();
  var target = arr[0].toLowerCase();
  for (i=0;i<test.length;i++) {
    if (target.indexOf(test[i]) < 0)
      return false;
  }
  return true;
 }

🚀 Run Code

Code Explanation:

First we make the two strings in the array lowercase. test will hold what we are looking for in target.
Then we loop through our test characters and if any of them is not found we return false.

If they are all found, the loop will finish without returning anything and we get to return true.

Relevant Links

• String.toLowerCase()
• For loops

🌻 Intermediate Code Solution:

Declarative

function mutation(arr) {
  return arr[1].toLowerCase()
    .split('')
    .every(function(letter) {
      return arr[0].toLowerCase()
        .indexOf(letter) != -1;
    });
}

🚀 Run Code

Code Explanation:

Grab the second string, lowercase and turn it into an array; then make sure every one of its letters is a part of the lowercased first string.

Every will basically give you letter by letter to compare, which we do by using indexOf on the first string. indexOf will give you -1 if the current letter is missing. We check that not to be the case, for if this happens even once every will be false.

Relevant Links

• Array.split()
• Array.every()

🏆 Credits:

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Thanks @sxmxc @Rafase282 @anuragaryan @hallaathrad for your help with Algorithm: Mutations

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