Dictionary Order Sorting Explained

This guide explains how to determine the correct alphabetical order for a list of words as they would appear in an English dictionary. We will analyze the given words step-by-step to find their correct sequence.

Words for Alphabetical Ordering

The words provided for sorting are:

• 1. Language
• 2. Landlord
• 3. Laugh
• 4. Landing
• 5. Latter

Step-by-Step Word Comparison

To establish the correct dictionary order, we compare the words character by character from left to right.

1. Compare First Letter: All the words begin with the letter 'L'.
2. Compare Second Letter: The second letter in all the words is 'a'.
3. Compare Third Letter: This is where the words start to differ. Let's look at the third letter:
   • Language has 'n'
   • Landlord has 'n'
   • Laugh has 'u'
   • Landing has 'n'
   • Latter has 't'
   Alphabetically, 'n' comes before 't', and 't' comes before 'u'. This means the words starting with 'Lan' will come first, followed by the word starting with 'Lat', and finally the word starting with 'Lau'.
4. Ordering Words Starting with 'Lan': We need to sort Language, Landlord, and Landing. We compare their fourth letters:
   • Language has 'g'
   • Landlord has 'd'
   • Landing has 'd'
   Since 'd' comes before 'g' alphabetically, Landlord and Landing will come before Language.
5. Ordering Words Starting with 'Land': Now, let's differentiate between Landlord and Landing by comparing their fifth letters:
   • Landlord has 'l'
   • Landing has 'i'
   Alphabetically, 'i' comes before 'l'. Therefore, Landing comes before Landlord. The sorted order for the 'Lan' group is: Landing, Landlord, Language.
6. Determining Final Positions:
   • The 'Lan' group (Landing, Landlord, Language) comes first.
   • Next is 'Lat', which is Latter.
   • Last is 'Lau', which is Laugh.

Final Dictionary Sequence

Based on the detailed comparison, the correct dictionary order for the given words is:

1. Landing (4)

2. Landlord (2)

3. Language (1)

4. Latter (5)

5. Laugh (3)

This corresponds to the numerical sequence 4, 2, 1, 5, 3.