Hello - I am specifically looking at Guide 6: Quantitative Comparisons & Data Interpretation, Chapter 5/P.98, problem 6.
In it we are given a circle with a point O that appears to be a in the center of the circle and what appear to be two radii going to the edge of the circle. I got this problem wrong because I did not think we could assume that the two segments were radii nor could we assume that O was the center point of the circle (so I chose "D").
If a point appears to be in the center of a circle, can we assume that it is indeed the center of the circle, even if not explicitly told? If not, I am not sure how this problem could be anything other than D.
Appreciate any insights!!
-Alex