Determine if the argument is valid or a fallacy. Give a reason to justify answer.
-If you read, then you will have a high score.
$\underline { \text {You do not read.} }$
You will not have a high score.
A) Fallacy by fallacy of the converse
B) Valid by reasoning of transitivity
C) Fallacy by fallacy of the inverse
D) Valid by modus tollens

Question

Quizplus · Accepted Answer

The argument is a fallacy by the fallacy of the inverse. The original statement is "If you read, then you will have a high score." The inverse is "If you do not read, then you will not have a high score," which is not logically equivalent to the original statement.

Determine If the Argument Is Valid or a Fallacy You do not read.‾\underline { \text {You do not read.} }You do not read.​

Determine If the Argument Is Valid or a Fallacy $\underline { \text {You do not read.} }$