Draw the following diagram: quadrilateral ABCD inscribed in circle E . The mAB=54° , mBC=115° , and mCD=86° . Select the true statement.
It is not possible to draw the diagram with the given angle measurements.
Explanation: The sum of the interior angles of a quadrilateral is 360 degrees. In this case, AB has an angle of 54 degrees, BC has an angle of 115 degrees, and CD has an angle of 86 degrees. Adding these angles together, we get 54 + 115 + 86 = 255 degrees. This total is less than 360 degrees, so it is not possible to construct a quadrilateral with these angle measurements inscribed in a circle.