Question

The statement p → q represents "If a number is doubled, the result is even.” Which represents the inverse?
 
a-~p → ~q where p = a number is doubled and q = the result is even
 
b-q → p where p = a number is doubled and q = the result is even

 c-~p → ~q where p = the result is even and q = a number is doubled
 
d-q → p where p = the result is even and q = a number is doubled

Answer 1

The inverse of $p\implies q$ is $\neg p\implies\neg q$. (This eliminates B and D)

$p\implies q$ translates to "if $p$, then $q$". This means the answer must be A.

Answer 2

The answer is A just took the quiz