Is the string abbbcc accepted by the following npda? b,z, bz; ь, а, 1 c, b, 1 92 2, z, z c, b, A a, z, az3; а, а, аа b, a, λ, b, z, bz; b, b, bb Select one: O True O False
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- - Consider CFG G = ({S}, {a, b, c}, R, S) where R = {S → SbbS | SacS | a}. Show how the string abbaacabba - What cause ambiguity?dont dont dont copy existing one strict waring answer only sure else skipTy for ur answer. I have a different sequence: is ther a reason u "prioritice" g before b or is it both right?
- Is ~p→(q biconditional p) a tautology, a contingency, or a contradiction? Is (p→q)∧(q→p) logically equivalent to ~(p→q)∨(q biconditional p)?Construct truth table and identify if it’s tautology, contradiction, or contingency. (a) [(p V q) ∧ r] → [(p V r) ∧ (q V r)] (b) ((p → r) Ʌ (r → q)) → (q → p)Determine whether the following is true or false. Please cite the brief explanation so that I can know why is it true or false. A) 1 ∈ {{1},{2},{3}} B) A\B = A ∩ B^c C) The contrapositive of p -> (p V ¬p) = (¬p∧ q) -> ¬p
- i need answer of all. if any answer will be skipped, your answer will be rejected. only complete answer will be accepted. b) Make a truth table for the statement ¬P ∧ (Q → P). What can youconclude about P and Q if you know the statement is true? a) Make a truth table for the statement (P ∨ Q) → (P ∧ Q). c) Make a truth table for the statement ¬P → (Q ∧ R).Construct a truth table for (p ∨ ¬ q) ∨ (¬ p ∧ q) Use the truth table that you constructed in part 1 to determine the truth value of (p ∨¬q) ∨ (¬ p ∧ q), given that p is true and q is false. Determine whether the given statement is a tautology, contradiction, or contingency. p V (~p V q) ~ (p ∧ q) ~p V ~qDetermine the validity of the following arguments using truth tables. Which confluence of truth values shows its invalidity? 1. A ⇒BB ⇒A -----------∴A ⇒B 2. (E ∨R ) ∧(E ∨T)R ∧T ------------∴E 3. (O ∨P) ⇒JO ∨¬JP ∨¬JO ⇔¬P -----------∴J ∧¬J
- According to some political pundits, a person who is radical (R) is electable (E) if he/she is conservative (C), but otherwise is not electable.1. Which of the following are correct representations of this assertion?1. (R∧E)⟺C2. R⇒(E⟺C)3. R⇒((C⇒E)∨¬E)2. Which of the sentences in (a) can be expressed in Horn form?What is the Left-most & Right-most Derivations For the CFG: E => E+E | E*E | (E) | F F => aF | bF | 0F | 1F | e Derive the string a*(ab+10) from G:Q3) Solve each of the following: a) (0 10011000 10000100010100110000000)Floating Point = (?)2 b) If A = 10101010, B = 01010101, and C = 00110011, then find X = A ∨ B ∧ ￢C c) Create a truth table for the Boolean function Y = ￢(A ∧ Β). d) Using the value –128, write it as an integer literal in decimal, hexadecimal, and binary formats that are consistent with MASM syntax. e) Write the real number –7.823 × 10-38 as a real number literal using MASM syntax.