of the following productions is allowed in a CFG in Greibach Normal Form? А— ВаС
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- 3. Consider the TM below. Write the regular expression for the language of the given TM. b,b,R b₂b.R go પુર q³ dimonod, dimond, R 8 a,a.R b.b.R 9¹ a,a,RGive a regular expression for the language accepted by the following NFA: E a E O b b aib O ать a OFor each FSA do the following:a. List the first 5 shortlex order strings that are accepted by the FSA.b. List the first 5 shortlex order strings that are not accepted by the FSA.c. Give an English description of the language recognized by the FSA
- We want to construct a regular expression for the language accepted by the following DFA: b а,b a ´a 92 Follow the general algorithm as seen in class and in our textbook to construct this regular expression. (In order to simplify grading, you don't need to simplify the regular expressions, and you should follow the state removal in the specified order.) 1. Construct a GNFA (in the special form described in the textbook and in class) equivalent to this DFA. 2. Remove the state q1 from this GNFA. 3. Remove the state q2 from this GNFA. 4. Remove the state qo from this GNFA.In NLP there is a universal set of stop words that all programmers follow. A) True B) FalseFor each statement below, decide whether it is true or false. If it is true, prove it. If it is not true, give a counterexample. |All parts refer to languages over the alphabet {a, b}. (c) If neither Lı nor L2 can be accepted by an FA, then L1U L2 cannot.
- Also, please take note of the following correction: The sentence "Please note that +/- sign represents private and public modifiers respectively" should be "Please note that +/- sign represents public and private modifiers respectively."Explain A string Accepted By TM.Complete the syntax tree for the following expression: x (y+ 5z)/8- 3 Remember to honour the order in which the syntax appear; i.e. for a-b then ashould be to the left of -and bto the right. 5z 8. -3
- (3) If L₁ L₂ and L2 is context-free, then L₁ must also be context-free. True FalseWrite a CFG to generate string that belongs the language x* y" z°: a=b or b#c where E={x,y,z} Q.No.5 Note: Also derive any four valid strings accepted by the produced CFG1. Convert the following DFA to tegular expression by using the state elimination algorithm. 0 1 →* qo 90 91 91 92 90 92 91 92 2. What is the language accepted by the above DFA? You may describe the language by giving the (mathematical) property of its strings.