Question

Given: p: x – 5 = 10 q: 3x + 4 = 49. Which is the inverse of pq? If X - 5 10, then 3x + 4 + 49 o If 3x + 4 + 49, then x - 5 * 10. If x – 5 = 10, then 3x + 4 = 49 . O o o If 3x + 4 = 49, then x – 5 = 10.

Answer 1

$\begin{gathered} p\colon x-5=10 \\ q\colon_{}3x+4=49 \\ \urcorner p\colon x-5\ne10 \\ \urcorner q\colon3x+4\ne49 \\ \urcorner p\to\urcorner q\colon x-5\ne10_{\text{ }}then_{\text{ }}3x+4\ne49 \end{gathered}$