💻
Programming Hard

Programming Quiz for Genius Level Players

Only true programming geniuses need apply — 20 expert-level programming quiz questions and answers across every topic.

20 Questions
35s Per Question
0+ Plays
← All Programming Quizzes 📚 Study Guide for this category →
💡 Create account to save scores & earn XP
📋 View All 20 Questions & Answers

1. What is the significance of the 'P = NP?' question if proven true?

  • A. It would mean many currently intractable problems could be solved efficiently, reshaping computer science and cryptography ✓
  • B. It would have no practical impact
  • C. It would prove all algorithms run in constant time
  • D. It would eliminate the need for programming languages

💡 If P were proven to equal NP, many currently intractable problems could suddenly be solved efficiently, with huge implications for cryptography and computing.

2. What is the 'traveling salesman problem'?

  • A. An NP-hard problem asking for the shortest possible route that visits a set of cities exactly once ✓
  • B. A database query optimization technique
  • C. A type of sorting algorithm
  • D. A network routing protocol

💡 The traveling salesman problem is a classic NP-hard problem seeking the shortest route visiting a set of cities exactly once.

3. What is a 'Turing machine'?

  • A. An abstract mathematical model of computation that manipulates symbols on a tape according to a set of rules ✓
  • B. A physical computer built by Alan Turing
  • C. A type of modern CPU
  • D. A sorting algorithm

💡 A Turing machine is an abstract mathematical model used to formally define what it means for a function to be computable.

4. What does 'Byzantine fault tolerance' refer to in distributed systems?

  • A. A system's ability to continue functioning correctly even if some components fail or act maliciously ✓
  • B. A type of database backup
  • C. A sorting algorithm
  • D. A CSS framework

💡 Byzantine fault tolerance describes a distributed system's ability to function correctly even if some nodes fail or behave maliciously.

5. What is a 'monad' in functional programming?

  • A. A design pattern used to handle program-wide concerns like state or I/O in a functional way ✓
  • B. A type of loop
  • C. A sorting algorithm
  • D. A data structure only used in Python

💡 A monad is a design pattern in functional programming used to structure computations and handle concerns like state or I/O.

6. What is a 'quine' in computer science?

  • A. A program that produces a copy of its own source code as its output ✓
  • B. A type of database
  • C. A sorting algorithm
  • D. A network protocol

💡 A quine is a self-replicating program that outputs its own source code exactly.

7. What is 'referential transparency' in functional programming?

  • A. An expression can be replaced with its value without changing the program's behavior ✓
  • B. A type of database view
  • C. A network security concept
  • D. A sorting technique

💡 Referential transparency means an expression can always be replaced with its computed value without altering program behavior.

8. What is 'lambda calculus'?

  • A. A formal system for expressing computation based on function abstraction and application ✓
  • B. A type of Python function
  • C. A sorting algorithm
  • D. A database query language

💡 Lambda calculus is a formal mathematical system for expressing computation through function abstraction and application.

9. What is the 'P vs NP' problem concerned with?

  • A. Whether every problem whose solution can be quickly verified can also be quickly solved ✓
  • B. A type of sorting algorithm
  • C. A database design principle
  • D. A network protocol

💡 The P vs NP problem asks whether every problem with a quickly verifiable solution can also be quickly solved.

10. What is the significance of the 'Church-Turing thesis'?

  • A. It proposes that any computation that can be performed can be done by a Turing machine ✓
  • B. It proves P equals NP
  • C. It is a sorting algorithm
  • D. It is a database normalization rule

💡 The Church-Turing thesis proposes that any function computable by an algorithm can be computed by a Turing machine.

11. What is 'Big O' notation used to describe in the worst case?

  • A. The upper bound of an algorithm's time or space complexity ✓
  • B. The exact runtime in seconds
  • C. The number of lines of code
  • D. The programming language used

💡 Big O notation describes the upper bound, or worst-case growth rate, of an algorithm's time or space requirements.

12. What is 'homomorphic encryption'?

  • A. A form of encryption that allows computations to be performed on encrypted data without decrypting it first ✓
  • B. A type of hash function
  • C. A sorting algorithm
  • D. A database index

💡 Homomorphic encryption allows computations to be performed directly on encrypted data, without first decrypting it.

13. What is 'tail call optimization'?

  • A. A technique where the compiler optimizes recursive calls in the tail position to avoid growing the call stack ✓
  • B. A way to sort arrays
  • C. A type of encryption
  • D. A database indexing method

💡 Tail call optimization allows certain recursive function calls in the tail position to be optimized, avoiding stack growth.

14. What is 'Kolmogorov complexity'?

  • A. A measure of the computational resources needed to specify an object, such as the length of the shortest program that produces it ✓
  • B. A sorting algorithm
  • C. A type of database normalization
  • D. A network protocol

💡 Kolmogorov complexity measures the shortest possible description, such as the shortest program, needed to produce a given object.

15. What is the halting problem in computer science?

  • A. The undecidable problem of determining whether a given program will finish running or continue forever ✓
  • B. A type of infinite loop bug
  • C. A hardware failure
  • D. A network timeout error

💡 The halting problem asks whether it's possible to determine, in general, if a program will finish running or run forever; it's proven undecidable.

16. What does 'NP-complete' mean for a problem?

  • A. It is among the hardest problems in NP, such that if any NP-complete problem can be solved quickly, all NP problems can ✓
  • B. It can always be solved instantly
  • C. It has no known solution
  • D. It is unrelated to computational complexity

💡 NP-complete problems are among the hardest in NP; solving any one quickly would mean all NP problems can be solved quickly.

17. What is the 'CAP theorem' primarily used to analyze?

  • A. Trade-offs in distributed database and system design ✓
  • B. Sorting algorithm efficiency
  • C. Frontend design patterns
  • D. Programming language syntax

💡 The CAP theorem is used to analyze fundamental trade-offs between consistency, availability, and partition tolerance in distributed systems.

18. What is 'garbage collection' in programming languages?

  • A. An automatic memory management process that reclaims memory occupied by objects no longer in use ✓
  • B. A manual process for deleting files
  • C. A type of sorting algorithm
  • D. A network security protocol

💡 Garbage collection automatically reclaims memory occupied by objects that are no longer reachable or in use.

19. What is a 'race condition'?

  • A. A situation where the behavior of software depends on the relative timing of uncontrollable events like thread execution order ✓
  • B. A type of sorting algorithm
  • C. A database design flaw
  • D. A network latency issue

💡 A race condition occurs when software behavior depends unpredictably on the timing of concurrent operations.

20. What is 'deadlock' in concurrent programming?

  • A. A situation where two or more processes are unable to proceed because each is waiting for the other to release a resource ✓
  • B. A type of infinite loop
  • C. A memory leak
  • D. A syntax error

💡 Deadlock occurs when two or more processes are each waiting for the other to release a resource, causing them to be permanently stuck.

More Programming Quizzes

View all Programming quizzes →