data:image/png;base64,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

2Use a system of rules, called communications protocols, to transmit information over physical or wireless technologies.3Redundancy4Integrating different data sources with various formats and structures5The Internet is a global network of computers, while the World Wide Web is a collection of websites and web pages accessed via the 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error due to a missing semicolon is what type of error?Runtime,Syntax,LogicWhich term describes breaking down complex problems into more manageable parts?Abstraction,Encapsulation,DecompositionWhat is the purpose of using procedures in programming?To reuse a set of instructions without rewriting them,To check for specific conditions,To assign variables to specific valuesWhat is the output of the following code? grocery_list = ["milk", "eggs", "cheese", "apples"] start_index = 1 end_index = 3 for i in range(start_index, end_index + 1): print(grocery_list[i])eggs cheese apples,"[""eggs"", ""cheese"", ""apples""]",ErrorDebuggingThe steps or phases used to create a piece of software,Looking for errors in a sequence,Finding and fixing problems in an algorithm or programWhat is the primary purpose of creating procedures in computer programming?To use up more memory resources on a computer,To increase the difficulty of reading and understanding code,To encapsulate and reuse code without rewriting itIn terms of algorithms, what is pseudocode primarily used for?Representing an algorithm’s logic in plain text,Increasing the speed of program execution,Connecting databases to applicationsIn a search engine algorithm, what does it mean if two keywords are joined by an OR operator?Results alternate between keywords.,Results will include either keyword.,Results must include both keywordsWhy might a developer choose to use a high-level language when implementing procedures designed to handle complexities?To offer greater ease of understanding through a natural syntax closer to human language,To encourage direct manipulation of hardware components to maximize performance.,"To force strict typing discipline, improving overall programming safety."In secure computing practices, what do we call a secret code that might be used with an algorithm to encrypt or decrypt messages?An index,A crux,A key0