Q8

Consider the statement: “If $n$ is even, then if $n$ is a multiple of $3$, then $n$ is a multiple of $6$”. Which of the following is the negation of this statement?

A. $n$ is odd and $n$ is not a multiple of $3$ or $6$.
B. $n$ is even and $n$ is a multiple of $3$ but not a multiple of $6$.
C. If $n$ is even, then $n$ is not a multiple of $3$ and $n$ is not a multiple of $6$.
D. If $n$ is odd, then if $n$ is not a multiple of $3$ then $n$ is not a multiple of $6$.