Sharpen your coding fundamentals with these key topics and problems that cover essential patterns in data structures and algorithms. Practice core questions across arrays, strings, stacks, and heaps to excel in technical interviews.
Which technique efficiently finds pairs in a sorted array that sum to a given value by using two pointers?
Explanation: The two-pointer method is efficient for traversing sorted arrays to find pairs that satisfy a condition, like a target sum. Binary search is for searching individual elements, not pairs. Hash map lookup is used for unsorted arrays or for storing previous values. Brute force checks all combinations but is less efficient.
To compute an array where each element is the product of all other elements except itself, which approach avoids using division and achieves O(n) time complexity?
Explanation: Prefix and suffix products allow calculation without division and with linear time complexity. Sort and multiply is unrelated. Finding maximum and subtracting does not solve the 'product except self' problem. Naive nested loops are correct but inefficient.
Which algorithmic pattern is best for finding the length of the longest substring without repeating characters in a string?
Explanation: Sliding window is optimal for problems involving substrings with constraints, such as uniqueness. Recursion is not typically efficient for these scenarios. Heap sort is for ordering data, not finding substrings. Depth-first search is used for tree and graph traversal.
Which data structure provides an efficient solution for calculating trapped rainwater given elevation heights represented as an array?
Explanation: A stack is suitable for maintaining indices as you scan elevation heights, enabling efficient computation of trapped water. A queue does not help with this specific pattern. Linked lists are not typically needed for this problem. Heaps are unrelated to the core logic.
Which approach efficiently evaluates arithmetic expressions in Reverse Polish Notation?
Explanation: Stack-based evaluation allows operators and operands to be processed in order for Reverse Polish Notation. Left-to-right calculation fails due to operator precedence. Tree traversal is unnecessary. Prefix sum arrays are meant for subarray sums, not expression evaluation.