Which of the following statements are accurate: A. Many programming languages can be described by means of DCFLs. B. Every NPDA can be converted to a DPDA C. The languages accepted by DPDA are called DCFL (Deterministic Context Free Languages) which are sub set of NCFL (Non Deterministic CFL) accepted by NPDA. ☐ B ☐ None of A, B, C ☐ C ☐ A
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- Hello, I'm having difficulty with this particular issue, including its components. Could you please share a photo or provide a hand-drawn illustration illustrating how to solve this problem and depicting the parts involved? I would greatly appreciate your assistance with parts G and H.I need help creating a context free grammar that can develop multiple sentences it must be done in Java with the following 1. Identifying the syntax and grammar rules of American English: This involves analyzing the grammatical structure of sentences in American English and identifying the different parts of speech and how they are used in sentences. 2. Developing a set of context-free grammar rules: Based on the analysis of American English syntax and grammar, develop a set of context-free grammar rules that can be used to generate valid sentences in American English. a. Defining a set of nonterminal symbols that represent parts of speech, such as nouns, verbs, adjectives, adverbs, and prepositions. b. Defining a set of terminal symbols that represent words in the English language. c. Defining production rules that describe how nonterminal symbols can be expanded into other nonterminal symbols and terminal symbols. 3. Implementing a parser for the context-free grammar using…1. Prove that the following language is not context-free: {d'b'c' | j>?>0}
- Can you please help me with parts E beause I am really really struggling.Can you please help me with part h and e can you please do it step by step and can you do something visually.Could you assist me with part c? I'm finding it challenging to grasp the concept involved in this problem. If possible, could you provide a visual explanation to enhance my understanding? Additionally, please note that this problem requires a solution in the form of a state diagram. To clarify, my current focus is solely on part c.
- Specify true (T) or false (F) for each of the following statements.(a) In dynamically typed languages, a type error is unnoticed if the statement containing the error is neverexecuted.Answer: true false(b) In OCaml fold right is tail recursive while fold left is not.Answer: true false(c) Immutability fits the functional programming paradigm. Mutability fits the imperative programmingparadigm.Answer: true false(d) Higher order functions are the functions that run with higher than O(n) time complexity.Answer: tree false(e) In every programming language, code must be compiled before it is run.Answer: true false(f) Every language that is a regular language is also a context-free language.Answer: true false(g) Regular expression and finite state automaton are equivalently powerful.Answer: true false(h) Lambda calculus is Turing-complete.Answer: true falseSuppose that in a certain programming language numbers are constructed ac-cording to the following rules:1) A sign is optional.2) The value field consists of two non-empty parts, separated by a decimalpoint.3) An exponent field is optional. When present, the exponent field mustconsist of the lettereand a signed two-digit integer.1For example, the following strings are members of the language:•+0.1•-3.14•3.33e-10Give the productions of a context-free grammar that formalizes these require-ments. UseNumberas the start symbol. Use telling names for your nontermi-nals. A nonterminal can consist of more than one letter!Hi I'm encountering difficulties with this specific problem, particularly in addressing parts g and h. Would it be possible for you to share a photo or provide a hand-drawn depiction illustrating the solution to the problem and outlining the components involved? Your assistance with parts g and h would be highly valuable.
- Classify each of the languages below using one of the following categories: regular (R) or not (N). You do not need to justify your answer. Language Description R/N {x over {a,b,c} | x has at least one c and at most three c's } A B {ambm+2 | m > 0; m 0}Create an NPDA for the following language:On summation = {0.1}Language 1 (L1) every string in the language begin and end with 1Language 2 (L2) all strings in the language begin with 001The union of L1 and L2Can you please help me with part C and D it's a state diagram and can you something visual like circles or something so I can understand it better. i just need help with part C and D. Only part C and D I need help with. Can you label the parts as well.