Select the truth value of a → (b → c) when a is false, b is true, and c is true. Choose the correct answer below. True or False?
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- Determine the truth value of the statement (~p ∨ q) ∨ (r ∧ q) using the following conditions. a) p is false, q is true, and r is true. b) p is true, q is false, and r is false. a) If p is false, q is true, and r is true, what is the value of (~p ∨ q) ∨ (r ∧ q)? True? False? b) If p istrue, q is false, and r is false, what is the value of (~p ∨ q) ∨ (r ∧ q)? True? False?If statement q has the truth value 1, determine all truth value assignments for the primite statements, p,r, and s for which the truth value of the statement is 1.Suppose you have the rule P :- Q;R. if Q is true and R is false, then P is___TrueFalse
- Write the symbolic statement, "p → (q ∨ ~r)" in words by choosing appropriate phrases for p, q and r.The answer is e. Why does the else statement override the first if statement, which is true. Please explain why e, and only e is correct with no process of eliminationGiven a nonterminal A, which of the following statements is true about FIRST(A) and FOLLOW(A)? a.FIRST(A) can be a nonterminal b.FOLLOW(A) cannot be $ c.FOLLOW(A) can be ε d.FIRST(A) can be ε
- Let p, q, and r represent the following statements: p: The first ball is red. q: The second ball is white. r: The third ball is blue. Which would be the correct English statement for the symbolic form (¬¬p ∧∧ q) →→ r ? Group of answer choices A .If the first ball is red or the second ball is white, then the third ball is blue. B. If the first ball is not red or the second ball is white, then the third ball is blue. C .If the first ball is not red and the second ball is white, then the third ball is blue. D. If the first ball is red and the second ball is white, then the third ball is blue.Given: If A AND B, then C. Given: The if-then statement's reverse is also correct. If A is True, B is True, what is C? Forward and reverse / Forward and reverse Not True or False False Truewrite the argument using propositional wffs (use the statement letters shown). Then, using propositional logic, It is not the case that if electric rates go up, then usage will go down, nor is it true that either new power plants will be built or bills will not be late. Therefore, usage will not go down and bills will be late. R, U, P, B
- For the following statement, write down a logically equivalent statement which containsno operators other than ¬ and ∨: P ∧ (Q → R)choose the correct FOL expression for Every student who loves her teacher will also loves the course she teaches. Vx,y,z student(x)/teacher (y,×) Loves(x,y)= course(z) / teach(y,z) ^ Loves (X, 2) Vx student(x)(3y teacher (y,×)/Loves(x,y) / 3z course(z) ^ teach(y,z) ^ Loves (X,2) Vx,y,z student(x) teacher (y,×)/Loves(x,y) ^ course(2) A Loves (x,2) All of the aboveGiven: If A AND B, then C. Given: The if-then statement's reverse isalso correct. If A is True, B is True, what is C? Forward and reverse / Forward and reverse False Not True or False True i think a true but i dont want to guess what do you think?