Dynamic Programming - Typical Problems

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Q. In dynamic programming, what is memoization?
  • A. A technique to store results of expensive function calls
  • B. A method to sort data efficiently
  • C. A way to represent data in a tree structure
  • D. A technique to optimize space complexity
Q. In the context of dynamic programming, what does 'overlapping subproblems' mean?
  • A. Subproblems that can be solved independently
  • B. Subproblems that are solved multiple times
  • C. Subproblems that do not share any common elements
  • D. Subproblems that are always unique
Q. What is the main idea behind dynamic programming?
  • A. To solve problems recursively without storing results
  • B. To break problems into smaller subproblems and store their solutions
  • C. To use brute force to find the optimal solution
  • D. To avoid using any form of recursion
Q. What is the primary difference between dynamic programming and divide and conquer?
  • A. Dynamic programming solves problems by breaking them into independent subproblems
  • B. Divide and conquer does not use recursion
  • C. Dynamic programming stores solutions to subproblems, while divide and conquer does not
  • D. There is no difference; they are the same
Q. What is the space complexity of the dynamic programming solution for the Fibonacci sequence using memoization?
  • A. O(1)
  • B. O(n)
  • C. O(n^2)
  • D. O(log n)
Q. What is the time complexity of the dynamic programming solution for the 0/1 Knapsack problem?
  • A. O(n)
  • B. O(n^2)
  • C. O(n * W)
  • D. O(2^n)
Q. Which dynamic programming problem involves finding the longest subsequence in a sequence?
  • A. Longest Common Subsequence
  • B. Longest Increasing Subsequence
  • C. Edit Distance
  • D. Knapsack Problem
Q. Which of the following is NOT a characteristic of dynamic programming?
  • A. Optimal substructure
  • B. Greedy choice property
  • C. Overlapping subproblems
  • D. Memoization
Q. Which of the following problems can be solved using dynamic programming?
  • A. Finding the maximum element in an array
  • B. Calculating the Fibonacci sequence
  • C. Sorting an array
  • D. Searching for an element in a sorted array
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