Answer
The intersection of \[\overline{AD}\] and \[\overrightarrow{DB}\] is\[\overline{\text{AD}}\].
Work Step by Step
The intersection of two figures refers to the point that is common in both the figures. As clear from the image, the point D lies in \[\overline{AD}\] as well as in \[\overrightarrow{DB}\] and also the point B lies in \[\overline{AD}\] as well as \[\overrightarrow{DB}\]. Thus, the intersection point of \[\overline{AD}\] and \[\overrightarrow{DB}\]will be point D.
Here, \[\overline{AD}\] be the line segment and \[\overrightarrow{DB}\] be the line.
Hence, the intersection of \[\overline{AD}\] and \[\overrightarrow{DB}\] is\[\overline{\text{AD}}\].
