To solve this problem, let us first define what a median
is. A median is a line segment that connects a vertex and the midpoint of the side
opposite to that vertex.
In this case, the vertex is point A while the opposing
side is side CB. Since it connects to the midpoint of CB, therefore this means
that the median AD equally divides side CB into 2 parts. Since the length side CB is the sum of the
lengths side CD and side BD. Therefore this means that:
length of CD = length of BD
length of CD = 24
Answer:
24
