Question

select the correct answer from each drop - down menu. point a is the center of this circle. the ratio of the lengths of bc to is 2:1. ad ih

Explanation:

Step1: Recall circle - radius and chord properties

In a circle with center \(A\), if \(A\) is the center, \(AD\) is a radius and \(BC\) is a chord. A diameter is twice the length of a radius. If \(IH\) is a diameter (assuming it passes through the center \(A\)), and \(BC\) is related to \(IH\) in a \(2:1\) ratio, the diameter \(IH\) is the other length.

Answer:

BC, IH