Question 5246 – Artificial-Intelligence
December 3, 2023Question 5239 – Artificial-Intelligence
December 3, 2023Question 5243 – Artificial-Intelligence
Consider the following statements :
(a) False╞ True
(b) If α╞ (β ∧ γ) then α╞ β and α╞ γ.
Which of the following is correct with respect to the above statements ?
Correct Answer: D
Question 87 Explanation:
(a). False╞ True is nothing but False=False|True (or) False=False V True
(b). α╞ (β ∧ γ) also write αV(β ∧ γ)
α╞ β and α╞ γ also write (αVβ)∧(αVγ)
Finally we proved as LHS=RHS. αV(β ∧ γ) = (αVβ)∧(αVγ)
So, both the statements are correct.
(b). α╞ (β ∧ γ) also write αV(β ∧ γ)
α╞ β and α╞ γ also write (αVβ)∧(αVγ)
Finally we proved as LHS=RHS. αV(β ∧ γ) = (αVβ)∧(αVγ)
So, both the statements are correct.
Both statement (a) and statement (b) are false.
Statement (a) is true but statement (b) is false.
Statement (a) is false but statement (b) is true.
Both statement (a) and statement (b) are true.
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