Question

part b compare the measures of the central angles to the measure of the angle between the secants. which of the following is true of these measures? show hints ○ the measure of the angle between the secants is the average of the measures of the central angles. ○ the angle between the secants cannot be measured using the measures of central angles. ○ the measure of the angle between the secants is the median of the measures of the central angles. ○ the measure of the angle between the secants is equal to the measures of the central angles.

Explanation:

The measure of the angle between two secants of a circle is half of the positive difference of the measures of the intercepted arcs. It is not equal to the average or median of the measures of central - angles, and it can be measured.

Answer:

None of the given options are correct as the measure of the angle between the secants is half of the positive difference of the measures of the central angles corresponding to the intercepted arcs, not as described in the options.