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DSA Cprogramming~10 mins

Group Anagrams Using Hash Map in DSA C - Execution Trace

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Concept Flow - Group Anagrams Using Hash Map
Start with list of words
↓
For each word: Sort letters
↓
Use sorted word as key in hash map
↓
If key exists: Append original word to list
↓
If key not exists: Create new list with word
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Repeat for all words
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Return all lists of grouped anagrams
We take each word, sort its letters to get a key, then group words with the same key in a hash map.
Execution Sample
DSA C
words = ["eat", "tea", "tan", "ate", "nat", "bat"];
for each word:
  sorted_word = sort_letters(word);
  hashmap[sorted_word].append(word);
return hashmap.values();
Groups words by their sorted letter form using a hash map.
Execution Table
StepOperationCurrent WordSorted KeyHash Map StateVisual State
1Process wordeataet{"aet": ["eat"]}[aet] -> eat -> null
2Process wordteaaet{"aet": ["eat", "tea"]}[aet] -> eat -> tea -> null
3Process wordtanant{"aet": ["eat", "tea"], "ant": ["tan"]}[aet] -> eat -> tea -> null [ant] -> tan -> null
4Process wordateaet{"aet": ["eat", "tea", "ate"], "ant": ["tan"]}[aet] -> eat -> tea -> ate -> null [ant] -> tan -> null
5Process wordnatant{"aet": ["eat", "tea", "ate"], "ant": ["tan", "nat"]}[aet] -> eat -> tea -> ate -> null [ant] -> tan -> nat -> null
6Process wordbatabt{"aet": ["eat", "tea", "ate"], "ant": ["tan", "nat"], "abt": ["bat"]}[aet] -> eat -> tea -> ate -> null [ant] -> tan -> nat -> null [abt] -> bat -> null
7Return grouped anagrams--Groups returned[aet] -> eat -> tea -> ate -> null [ant] -> tan -> nat -> null [abt] -> bat -> null
💡 All words processed and grouped by sorted keys in hash map.
Variable Tracker
VariableStartAfter 1After 2After 3After 4After 5After 6Final
Current Word-eatteatanatenatbat-
Sorted Key-aetaetantaetantabt-
Hash Map{}{"aet": ["eat"]}{"aet": ["eat", "tea"]}{"aet": ["eat", "tea"], "ant": ["tan"]}{"aet": ["eat", "tea", "ate"], "ant": ["tan"]}{"aet": ["eat", "tea", "ate"], "ant": ["tan", "nat"]}{"aet": ["eat", "tea", "ate"], "ant": ["tan", "nat"], "abt": ["bat"]}Groups returned
Key Moments - 3 Insights
Why do we sort the letters of each word before using it as a key?
Sorting letters creates a unique key for all anagrams. For example, 'eat', 'tea', and 'ate' all become 'aet'. This groups them together in the hash map as shown in steps 1, 2, and 4 in the execution table.
What happens if the sorted key is not already in the hash map?
A new list is created for that key and the current word is added. This is shown in step 3 when 'ant' key is created for 'tan'.
How does the hash map store multiple words for the same key?
It stores a list of words. Each time a word with the same sorted key is found, it appends to the list. See steps 2 and 5 where words are appended to the 'aet' and 'ant' keys.
Visual Quiz - 3 Questions
Test your understanding
Look at the execution table, what is the hash map state after processing the word 'ate'?
A{"aet": ["eat"], "ant": ["tan"]}
B{"aet": ["eat", "tea"], "ant": ["tan", "nat"]}
C{"aet": ["eat", "tea", "ate"], "ant": ["tan"]}
D{"aet": ["eat", "tea", "ate"], "abt": ["bat"]}
💡 Hint
Check step 4 in the execution table for the hash map state after 'ate' is processed.
At which step does the hash map first contain the key 'abt'?
AStep 5
BStep 6
CStep 4
DStep 7
💡 Hint
Look at the 'Sorted Key' and 'Hash Map State' columns in the execution table.
If the word 'bat' was processed first, how would the hash map state after step 1 change?
A{"abt": ["bat"]}
B{"aet": ["bat"]}
C{"bat": ["bat"]}
D{}
💡 Hint
The sorted key for 'bat' is 'abt', check how keys are formed in the execution table.
Concept Snapshot
Group Anagrams Using Hash Map:
- Sort letters of each word to create a key.
- Use key in hash map to group words.
- Append words to list if key exists.
- Create new list if key not found.
- Return all grouped lists as result.
Full Transcript
This concept groups words that are anagrams by sorting their letters to create a key. Each word is processed by sorting its letters, then using this sorted string as a key in a hash map. If the key exists, the word is appended to the list for that key. If not, a new list is created. This groups all anagrams together. The execution table shows step-by-step how words are added and how the hash map changes. Key moments clarify why sorting is needed and how the hash map stores groups. The visual quiz tests understanding of the hash map state at different steps. The snapshot summarizes the process in simple steps.

Practice

(1/5)
1. What is the main idea behind grouping anagrams using a hash map?
easy
A. Use the length of words as keys to group anagrams
B. Store words in a list without any sorting or grouping
C. Group words by their first character only
D. Use sorted strings as keys to group words with the same letters

Solution

  1. Step 1: Understand anagrams and their properties

    Anagrams are words made of the same letters in any order, so sorting letters gives a unique key for each group.
  2. Step 2: Use sorted strings as hash map keys

    By sorting each word and using it as a key, all anagrams map to the same key and can be grouped together.
  3. Final Answer:

    Use sorted strings as keys to group words with the same letters -> Option D
  4. Quick Check:

    Sorted word keys group anagrams [OK]
Hint: Sort each word and use as key to group anagrams [OK]
Common Mistakes:
  • Grouping by word length only
  • Using first character as key
  • Not sorting words before grouping
2. Which of the following is the correct way to declare a hash map (dictionary) in C for grouping anagrams?
easy
A. map anagramGroups;
B. unordered_map anagramGroups;
C. unordered_map anagramGroups;
D. vector<string> anagramGroups;

Solution

  1. Step 1: Identify the data types needed for grouping anagrams

    We need a map from a string key (sorted word) to a list of strings (anagrams).
  2. Step 2: Choose the correct C++ STL container

    unordered_map fits this need perfectly.
  3. Final Answer:

    unordered_map anagramGroups; -> Option B
  4. Quick Check:

    Map from string to vector<string> groups anagrams [OK]
Hint: Use unordered_map for grouping anagrams [OK]
Common Mistakes:
  • Using map which mismatches key and value types
  • Using vector<string> alone without mapping keys
  • Using unordered_map which is unrelated
3. What is the output of the following C++ code snippet? vector<string> words = {"eat", "tea", "tan", "ate", "nat", "bat"}; unordered_map groups; for (auto &word : words) { string sortedWord = word; sort(sortedWord.begin(), sortedWord.end()); groups[sortedWord].push_back(word); } for (auto &pair : groups) { sort(pair.second.begin(), pair.second.end()); for (auto &w : pair.second) cout << w << " "; cout << endl; }
medium
A. bat nat tan eat tea ate
B. eat tea ate bat tan nat
C. tea ate eat bat tan nat
D. ate eat tea bat nat tan

Solution

  1. Step 1: Group words by sorted keys

    Words "eat", "tea", "ate" all sort to "aet" and group together; "tan", "nat" to "ant"; "bat" to "abt".
  2. Step 2: Sort each group and print

    Each group is sorted alphabetically before printing: "ate eat tea", "bat", "nat tan".
  3. Final Answer:

    bat nat tan eat tea ate -> Option A
  4. Quick Check:

    Sorted keys group anagrams; groups sorted before print [OK]
Hint: Sort words and groups before printing for consistent output [OK]
Common Mistakes:
  • Not sorting groups before printing
  • Printing groups in wrong order
  • Confusing sorted keys with original words
4. Identify the bug in this C++ code for grouping anagrams: vector<string> words = {"abc", "bca", "cab"}; unordered_map groups; for (auto word : words) { string key = word; sort(word.begin(), word.end()); groups[key].push_back(word); }
medium
A. Sorting is done on 'word' but key uses unsorted string
B. Using unordered_map instead of map causes error
C. Loop variable should be reference to avoid copies
D. Missing initialization of groups map

Solution

  1. Step 1: Check how key and sorted string are assigned

    Key is assigned before sorting, so key is unsorted original word.
  2. Step 2: Sorting is done on 'word' but key remains unsorted

    Groups use unsorted key, so anagrams won't group correctly.
  3. Final Answer:

    Sorting is done on 'word' but key uses unsorted string -> Option A
  4. Quick Check:

    Key must be sorted string for correct grouping [OK]
Hint: Sort string before assigning key for hash map [OK]
Common Mistakes:
  • Assigning key before sorting
  • Sorting wrong variable
  • Not using reference in loop (less critical here)
5. Given a list of words, how can you modify the hash map grouping approach to handle case-insensitive anagrams (e.g., "Eat" and "tea" grouped together)?
hard
A. Group words by their first letter ignoring case
B. Use word length as key instead of sorted string
C. Convert all words to lowercase before sorting and grouping
D. Sort words without changing case and group normally

Solution

  1. Step 1: Understand case-insensitive grouping

    "Eat" and "tea" differ in case but are anagrams ignoring case.
  2. Step 2: Normalize words by converting to lowercase before sorting

    This ensures keys match regardless of original case.
  3. Final Answer:

    Convert all words to lowercase before sorting and grouping -> Option C
  4. Quick Check:

    Lowercase normalization groups case-insensitive anagrams [OK]
Hint: Lowercase words before sorting to group case-insensitive anagrams [OK]
Common Mistakes:
  • Grouping by length only
  • Ignoring case normalization
  • Sorting without case conversion
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