Sharpen your data structures and algorithms knowledge with these essential FAANG interview questions, covering array operations, strings, dynamic programming, and optimization strategies.
Given an array where every element appears twice except for one, which operation can be used to efficiently find the single unique number?
Explanation: Bitwise XOR uniquely identifies the single number in linear time and constant space, as duplicates cancel each other out. Sorting has higher time complexity, hash map counting uses extra space, and mathematical summation is unreliable if numbers are negative or repeated with varying values.
What is the best approach to determine if a string is a valid palindrome, considering only alphanumeric characters and ignoring cases?
Explanation: Two pointers efficiently compare the relevant characters from both ends while skipping non-alphanumeric characters. Reversing and comparing requires more space, counting frequencies does not validate palindromes, and converting to ASCII values can't determine character order.
Given an array of daily stock prices, what is the optimal method to compute the maximum profit from a single buy-and-sell transaction?
Explanation: Tracking the minimum price seen so far and updating the maximum profit ensures a single transaction and linear time. Sorting disrupts order and isn't appropriate, summing differences allows multiple transactions, and a stack approach complicates simplicity without extra benefit.
What is an efficient way to find the longest common prefix among an array of strings?
Explanation: Comparing characters synchronously across strings finds the common prefix efficiently. Concatenation does not preserve word boundaries, hash maps track frequencies but not position, and simply picking the first string ignores comparisons entirely.
To find all distinct elements common to two unsorted arrays, which data structure ensures efficient look-up and minimal time complexity?
Explanation: A hash set provides constant-time look-up for elements and eliminates duplicates, making it ideal for computing intersections. Sorting can increase complexity, stacks are unsuitable for unordered access, and linked lists do not provide efficient membership checks.