look at the following conditionals: if a husk...
look at the following conditionals: if a huskies game will not be on television, then victoria will buy tickets for it. if a huskies game will be on television, then victoria will not buy tickets for it. is the second conditional the contrapositive, converse, or inverse of the first conditional? contrapositive converse inverse
Answer
# Brief Explanations:
Let \(p\) be "a Huskies game will not be on television" and \(q\) be "Victoria will buy tickets for it". The first conditional is \(p\rightarrow q\). The second conditional: if we let \(r\) be "a Huskies game will be on television" (negation of \(p\)) and \(s\) be "Victoria will not buy tickets for it" (negation of \(q\)), it is \(r\rightarrow s\) or \(\neg p\rightarrow\neg q\). The inverse of a conditional \(p\rightarrow q\) is \(\neg p\rightarrow\neg q\).
# Answer:
inverse