I cant find this problem anywhere else, so here.
What is the number of units in the area of the circle with center at $P$ and passing through $Q$? Express your answer in terms of $\pi$
radius of circle = distance between (-3, 4) and (9, -3)
radius of circle = \(\sqrt{(-3-9)^2+(4--3)^2}\)
radius of circle = \(\sqrt{193}\)
area of circle = pi * ( radius )2
area of circle = \(\pi\cdot(\sqrt{193})^2\)
area of circle = \(193\pi\)
Yes. That is correct. Thank you.
+96 
