Find the coordinates of the midpoint of the segment joining the points `(22, 20) and (0, 16)`

Explanation

Let `A(22,20)` and `B(0,16)`.
Let `P(x,y)` be its midpoint of set AB.
If `A(x_(1),y_(1))` and `B(x_(2),y_(2))`
then `x_(1)=22,y_(1)=0,x_(2)=20` and `y_(2)=16`
By midpoint formula,
`x=(x_(1)+x_(2))/2, y=(y_(1)+y_(2))/2`
`:.x=(22+0)/2, :.y=(20+16)/2`
`:.x=22/2, :.y=36/2`
`:.x=11, :.y=18`
Coordinates of midpoint of the segment joining the points `(22,20)` and (0,16) are (11,18).