The midpoint is the point that divide a segment into two equal halves, while the distance between points is the number of units between both points.
The distance between
(1,-4.6) and (3,7) is 11.77(-6,-5) and (2,0) is 9.43(-1, 4) and (1-1) is 5.39(0.-8) and (3,2) is 10.44
The coordinate of midpoint of:
(5, 8) and (-1,-4) is (2,2)(-5,9) and (-2,7) is (-.3.5,9)(-3,-7) and (13.-5) is (5,-6)(12,-6) and (-8,5) is (2,-0.5)
The distance in a coordinate geometry is calculated using: .
The distance between points is calculated as follows:
(1,-4.6) and (3,7)
(-6,-5) and (2,0)
(-1, 4) and (1-1)
(0.-8) and (3,2)
The midpoint (M) is calculated using:
The coordinate of midpoint is calculated as follows:
(5, 8) and (-1,-4)
(-5,9) and (-2,7)
(-3,-7) and (13.-5)
(12,-6) and (-8,5)
Read more about distance and midpoints in coordinate geometry at:
link