Which of the following statements is not a fallacy?

$\left(A\right)$ Option A$is true only if$pis true and \left( p ⇒ q\right) is false which is never possible hence \left(A\right) is a fallacy
\left(B\right)\left(p ∧ q\right) is a subset of $p$ hence \left(p ∧ q\right)⇒pis a tautology hence \left(\left(p ∧ q\right)⇒ p\right)is a fallacy
\left(C\right) pis subset$of \left(p ∨ q\right) hence$p ⇒ \left(p ∨ q\right)is tautology hence \left(p ⇒\left(p ∨ q\right)\right)is a fallacy
\left(D\right) Option \left(D\right) is$the$negation of option \left(A\right) hence \left(D\right) is a tautology