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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Call to the procedureOk, your final percentage was...210021006910069Gives the user how they did witht their percentage and tells them whether or not they should try again.100851001001008510069beginning code that offers input from the user."What does HTTP stand for? A) HyperText Transfer Protocol B) High-Tech Transfer Process C) Hyper Transfer Text Program D) Hyperlink Transfer Protocol",A"What is the binary equivalent of the decimal number 5? A) 101 B) 110 C) 111 D) 100",A"Which of these is an example of an input device? A) Monitor B) Printer C) Keyboard D) Speaker",C"In programming, what does ""iteration"" mean? A) Storing data B) Repeating a process C) Sorting a list D) Stopping a program",B"What is an algorithm? A) A step-by-step process to solve a problem B) A piece of computer hardware C) A random sequence of numbers D) A type of virus",A"What is the smallest unit of data in a computer? A) Byte B) Bit C) Kilobyte D) Megabyte ",B"What does the CPU do? A) Runs programs and processes data B) Stores large amounts of data C) Controls only the graphics of a computer D) Connects computers to the internet",A"What does a loop do in programming? A) Runs a block of code multiple times B) Deletes a program C) Makes a program faster D) Converts code to binary",A"What is the primary purpose of compression in computing? A) To make files smaller B) To delete unnecessary data C) To make files larger D) To change file formats ",A"Which of these is an example of metadata? A) The author of a document B) The actual text in a document C) A video file D) A program’s source code",A"What does IP stand for in networking? A) Internet Protocol B) Internal Processing C) Information Pathway D) Interactive Program ",A"What is the purpose of a Boolean variable? A) To store only true or false values B) To store large numbers C) To store text data D) To hold multiple data types",A"What happens when a DDoS attack occurs? A) A website is overwhelmed with traffic to disrupt service B) A virus is installed on a computer C) A computer’s storage is erased D) A firewall is activated",A"In public-key cryptography, what does the private key do? A) Encrypts the message B) Decrypts the message C) Both encrypts and decrypts the message D) Prevents brute-force attacks",B"If an image is compressed using lossy compression, which of the following is true? A) The file size is smaller, but some data is lost B) The file can be restored to its original quality C) It takes longer to load than an uncompressed image D) The compression does not affect image quality",A"The DNS (Domain Name System) is responsible for: A) Assigning IP addresses to computers B) Mapping domain names to IP addresses C) Encrypting data during transmission D) Managing firewall security",B"What is an example of a heuristic algorithm? A) A sorting algorithm that guarantees the correct order B) An encryption algorithm used for security C) An algorithm that finds an approximate solution for an NP-hard problem D) A function that returns an exact mathematical calculation ",C"If a database uses redundancy, what is the likely consequence? A) The database becomes more efficient B) The database is more secure C) The database stores unnecessary duplicate data D) The database cannot be queried",C"How does a distributed denial-of-service (DDoS) attack differ from a regular DoS attack? A) DDoS uses multiple computers to attack a target B) DDoS is legal, while DoS is illegal C) DDoS only targets cloud servers D) DDoS attacks only work with encrypted connections",A"What is a computationally hard problem? A) A problem that can be solved in constant time B) A problem that requires exponential or factorial time to solve C) A problem that computers cannot solve D) A problem with a known, efficient algorithm",B"In cloud computing, what does the term scalability refer to? A) The ability of a system to handle increased workload by adding resources B) The process of compressing data for storage C) The use of blockchain technology in data security D) The ability to encrypt cloud-based communications",A"What is the primary function of a packet-switching network? A) To break data into packets and send them independently across a network B) To encrypt data to prevent cyberattacks C) To store packets in a buffer before sending them D) To establish a direct connection between two computers before communication",A"What is cloud storage? A) Storage of data on remote servers accessed via the internet B) Storing data on local servers in a private network C) Storing data on USB drives or external hard drives D) A method of protecting data through encryption",A"What is cloud computing? A) Computing services accessed via the internet B) A network of interconnected servers used for local processing C) A backup solution involving physical storage devices D) A method to store and encrypt data locally",A00