Identify the standard form of the argument.
-$\begin{array}{l}
p\rightarrow q \
\frac{p}{\therefore q}
\end{array}$

A) Fallacy of the Inverse
B) Law of Contraposition
C) Law of Detachment
D) Fallacy of the Converse

Question

Identify the standard form of the argument.
-$\begin{array}{l}
p\rightarrow q \
\frac{p}{\therefore q}
\end{array}$

A) Fallacy of the Inverse
B) Law of Contraposition
C) Law of Detachment
D) Fallacy of the Converse

Quizplus · Accepted Answer

This argument follows the Law of Detachment, which states that if a conditional statement (p → q) is true and its antecedent (p) is true, then its consequent (q) must also be true.

Identify the Standard Form of the Argument p→qp∴q\begin{array}{l}p\rightarrow q \\\frac{p}{\therefore q}\end{array}p→q∴qp​​ A) Fallacy of the Inverse B) Law of Contraposition C)

Identify the Standard Form of the Argument $\begin{array}{l}p\rightarrow q \\\frac{p}{\therefore q}\end{array}$ A) Fallacy of the Inverse
B) Law of Contraposition
C)