The inverse statement to the given statement in the question is option (D): " If I do not listen to this song, then it will not get stuck in my head." So, the opposite of the given statement is the correct answer.
An inverse is a form of conditional sentence in logic that is derived directly from another conditional sentence.
Take the negation of both the conclusion and the hypothesis to make the inverse of the conditional statement.
Example: "If it rains, they cancel school," is the inverse of "If it doesn't rain, they don't cancel school."
Therefore, "if I listen to this song" is inversed as "if I do not listen to this song" and "then it will get stuck in my head" is inversed as "then it will not get stuck in my head."
Check out the link below to know more about inverse statements;
https://brainly.com/question/7066208
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