Question

Find the midpoint of ACA(0,0) B (0,a) C(a,a) D(a,0)

Answer 1

`\begin{equation*} ((a)/(2),(a)/(2)) \end{equation*}`

Step-by-step explanation:

Given the coordinates as A(0,0), B (0,a), C(a,a), and D(a,0), let's go ahead and draw a sketch as seen below;

Recall the below midpoint formula;

`Midpoint=((x_1+x_2)/(2),(y_1+y_2)/(2))`

Solving for the midpoints of AC, we'll have;

`\begin{gathered} Midpoint=((0+a)/(2),(0+a)/(2)) \\ \\ =((a)/(2),(a)/(2)) \end{gathered}`