Irrational due to the negative sign
Answer:
If q, then p
Step-by-step explanation:
The given conditional statement is "If p, then q"
We want to find the converse of this conditional statement.
The converse is formed by switching the hypothesis (p) and the conclusion (q).
Therefore the converse of the given conditional is "If q, then p"
Philip rides to school in 6 2/5 minutes.....it takes Joey 4 1/2 times as long...
4 1/2 * 6 2/5 =
9/2 * 32/5 =
144/5 =
28 4/5 minutes <== Joey's time to get to school