Natural languages are not capable of expressing algorithms because they lack the "definiteness" property. FALSE TRUE

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A: Lets see the solution in the next step

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A: Given: Since computers can't be progr ammed in natural human language, algorithms must be written in…

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A: As per bartleby guideline we solve 1st question

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A: For solution see step no 2

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A: Answer is given below-

Q: use semantic tableaux to show that ¬ (p^¬q) 7 Vr,p>(r=s) p=q is invalid

A: Answer :-

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A:

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A:

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A: Given: Fill in the blanks.

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A:

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A: Introduction: Here we are required to explain how Grammar and language are distinct.

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A: The answer is given below.

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A: Introduction: Machine learning is the study of self-learning computer algorithms. Machine Learning…

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Q: head C D program: ead head A →next := head head C

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A: Designed the turning machine of the given string

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A: Note: As per the bartleby policy we can answer only single question at a time. so i am answering the…

Q: use semantic tableaux to show that ¬ (p^¬q) Vr,p>(r=s) p=q is invalid

A: Hi there, Please find your solution below, I hope you would find my solution useful and helpful.…

Q: Any logic formula can be converted toa Clausal.

A: Given: Any logic formula can be converted to a Clausal.

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A: Given:

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A: A grammar is regular if it has rules of form A -> a or A -> aB or A -> ɛ where ɛ is a…

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A: S1) (A | (B | E)) ^ (A | B | E) = (A | B ^ E) ^ (A | B | E) S2) E | D S3) (C ^ F) | B = C | F| B

Q: For the following formal grammar: * ::= 0 | 0 ::= | :: | ::= 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 |…

A:

Q: natural deduction proofs using any of the TFL rules, as well as the FOL rules for introduction and…

A: Answer :-

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A: Answer

Q: a) S0S1 | 01 b) S → + SS SS | a c) SS (S) S € d) S a Sb S b SaS | € e) S → a S + S SS | S*(S)

A: The solution is in step 2:

Q: A good algorithm should be free from ambiguity” briefly discuss

A: Given: A good algorithm should be free from ambiguity” briefly discuss

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A: The language generated by FA1 and FA2 and regular expression

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A: A turning machine of the given context-free grammar

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A: Answer

Q: Automata   1. PDAs are not better than Turing machines.     True     False

A: Pushdown Automata A pushdown automaton is a method for implementing a context-free grammar in the…