data:image/png;base64,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score is 2Your score is: 2Your score is: 2Your score is: 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Quantum computers can solve certain problems exponentially faster than classical computers due to principles of quantum superposition and entanglement.
True.
Quantum computers leverage the principles of superposition and entanglement, allowing them to process information in ways that classical computers cannot, potentially leading to significant speedup for certain types of problems.
Blockchain technology relies on a centralized authority to validate and confirm transactions.
False.
Blockchain is designed to be decentralized, using a consensus mechanism to validate and confirm transactions across a distributed network of nodes. This decentralization provides security and prevents a single point of failure.
In computer science, the P vs NP problem is solved, meaning it is conclusively proven whether P equals NP.
False.
The P vs NP problem is one of the most famous unsolved problems in computer science. It deals with the efficiency of algorithms, and whether every problem that can be verified quickly (in polynomial time) can also be solved quickly (in polynomial time) remains unproven.Comp Sci Quiz: In programming, the purpose of a function is to repeat a set of instructions multiple times.
False. (The purpose of a function is to encapsulate a set of instructions and can be called multiple times.)
RAM (Random Access Memory) is a type of non-volatile storage.
False. (RAM is volatile memory, meaning it loses its content when the power is turned off.
An algorithm is a finite set of instructions that accomplish a specific task. Every algorithm can be constructed using combinations of sequencing, selection, and iteration.
Would you like to take the quiz again?play againSee you next time bye!!1start015828_school-bell-56309 (2)"In programming, the purpose of a function is to repeat a set of instructions multiple times.",False,The purpose of a function is to encapsulate a set of instructions and can be called multiple times.RAM (Random Access Memory) is a type of non-volatile storage.,False,"RAM is volatile memory, meaning it loses its content when the power is turned off."An algorithm is a step-by-step procedure or formula for solving a problem.,True,An algorithm is a finite set of instructions that accomplish a specific task.6Quantum computers can solve certain problems exponentially faster than classical computers due to principles of quantum superposition and entanglement.,True,"Quantum computers leverage the principles of superposition and entanglement, allowing them to process information in ways that classical computers cannot, potentially leading to significant speedup for certain types of problems."Blockchain technology relies on a centralized authority to validate and confirm transactions.,False,"Blockchain is designed to be decentralized, using a consensus mechanism to validate and confirm transactions across a distributed network of nodes. This decentralization provides security and prevents a single point of failure.""In computer science, the P vs NP problem is solved, meaning it is conclusively proven whether P equals NP.",False,"The P vs NP problem is one of the most famous unsolved problems in computer science. It deals with the efficiency of algorithms, and whether every problem that can be verified quickly (in polynomial time) can also be solved quickly (in polynomial time) remains unproven."no1