Question 2 • (Volch)WCA 3230 Geometry 4th Nine Weeks 25-26
Analyze the diagram below and answer the question that follows.Paul observes that and concludes that and must be tangent to the circle. What is wrong with Paul's reasoning?
Answer
A
Nothing; Paul is correct.
B
The radius of the circle is unknown, so and can't be tangent to the circle.
C
There is no indication that and are perpendicular to the radii at the points of intersection with the circle.
D
The lengths of and aren't given, so Paul can't conclude they are congruent.