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Find Anagram Mappings
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Q1. What is a Anagram? | |
Ans -> a word or phrase that is made by arranging the letters of another word or phrase in a different order. | |
Q2)What will we store in our pair class? | |
Ans: We will be required to use a pair class, which is going to store Integer and an ArrayList | |
Q3) What could be the best data structure for this problem? | |
Ans: HashMap, because here we have to see the frequency of every element and the best way to see frequency is frequency map. | |
Q4. What is the average Time Complexity to solve this question? | |
Ans: O(n), Since we have traversed the array(b) first and stored this element in our map. | |
Then again we are traversing our array(a). So the time complexity will be O(2n). So in the big O terms it is going to be O(n). | |
Q5. What is the average Space Complexity to solve this question? | |
Ans: O(n), The space complexity is linear due to the extra space utilized by our HashMap. | |
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1. Can you think any approach by using a HashMap? | |
2. We will be required to use a pair class, which is going to store Integer and an ArrayList | |
3. traverse our array and check for the conditions. | |
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1. Are Listen and silent anagrams of each other? | |
a. True | |
b. False | |
Answer: True | |
2. Are Triangle and angle anagrams of each other? | |
a. True | |
b. False | |
Answer: False | |
3. _______ can be used to find if any two given strings are anagrams or not. | |
a. Hashmap | |
b. Stacks | |
c. Trees | |
d. Graphs | |
Answer: HashMap | |
4. TreeMap is sorted by ______ | |
a. keys | |
b. values | |
c. both | |
d. none of the above | |
Answer: keys | |
5. What are Anagrams? | |
a. a word or phrase that is made by arranging the letters of same word or phrase in a different order | |
b. a word or phrase that is made by arranging the letters of another word or phrase in a same order | |
c. a word or phrase that is made by arranging the letters of another word or phrase in a different order | |
d. None of the above | |
Ans -> c. a word or phrase that is made by arranging the letters of another word or phrase in a different order | |
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