Question 20
Let $A=(1,2)$. A line passing through $(5,-2)$ intersects the curve $y^2=4x$ at $B,C$. Triangle $ABC$ is:
Nondegeneracy convention: B and C are distinct real intersections, both different from A, so ABC is an actual triangle. The question asks for the type guaranteed by the hypotheses.
Nondegeneracy convention: B and C are distinct real intersections, both different from A, so ABC is an actual triangle. The question asks for the type guaranteed by the hypotheses.