look at the following conditionals: if wyatt is wearing boots, then it is snowing. if it is not snowing…
look at the following conditionals: if wyatt is wearing boots, then it is snowing. if it is not snowing, then wyatt is not wearing boots. is the second conditional the contrapositive, converse, or inverse of the first conditional? contrapositive converse inverse
Answer
Brief Explanations:
Let (p) be "Wyatt is wearing boots" and (q) be "it is snowing". The first conditional is (p\rightarrow q). The second is (\neg q\rightarrow\neg p). The contra - positive of (p\rightarrow q) is (\neg q\rightarrow\neg p), the converse is (q\rightarrow p) and the inverse is (\neg p\rightarrow\neg q). So the second conditional is the contra - positive of the first.
Answer:
contrapositive