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has many practical applications in computer science like design of computing machines, artificial intelligence, definition of data structures for programming languages etc. Propositional 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a program that lets the user enter a year and checks whether it is a leap year. 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year.","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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Selection Statements: C++ Code or Program that checks if a specific year is a leap year. - YouTube","promo":"pumpkin","related_orig_text":"Charles Edeki -- Math Computer Science Programming","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Charles Edeki -- Math Computer Science 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Relative measures are the major alternative to absolute measures. 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variations...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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measure of disease frequency we have calculated is the prevalence, that is, the proportion of the population that has disease at a particular time. 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1: Introduction and Proofs Instructor: Tom Leighton View the complete course: http://ocw.mit.edu/6-042jf10 License: Creative Commons BY-NC-SA More information at 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this video, we'll explore one of the most popular data structures used in computer science and programming competitions: the Trie, also known as a Prefix Tree. 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the...","preview":{"posterSrc":"data:image/png;base64,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In this video we will be building an html table which has smaller tables inside of it. The end result 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We prove that P(1) is true (or occasionally P(0) or some other P(n), depending on the problem). The induction 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