Answer
See below.
Work Step by Step
The sentence in "if...then" form is: If someone gets a speeding ticket, he or she did not observe the speed limit.
The contrapositive of $p\rightarrow q$ is $\sim q\rightarrow \sim p$.
The converse of $p\rightarrow q$ is $q \rightarrow p$.
The inverse of $p\rightarrow q$ is $\sim p\rightarrow \sim q$.
The negation of $ p\rightarrow q$ is $p\land \sim q$.
Hence here the converse is: If someone he or she did not observe the speed limit, he or she gets a speeding ticket. The inverse: If someone doesn't get a speeding ticket, he or she did observe the speed limit. The contrapositive: If someone did observe the speed limit, he or she doesn't get a speeding ticket. The negation: Someone gets a speeding ticket and g observed the speed limit.
