Someone help me please in so confused find the midpoint of (8,-5) and (3,-1)

Given points A(8, -5) and B(3, -1):

We can use the midpoint formula for this given problem.

Let (x1, y1) = (8, -5)
(x2, y2) = (3, -1)

The midpoint formula is:

M = { [(x1 + x2)/ 2] , [(y1 + y2)/ 2] }

M = { [(8 + 3)/ 2] , [(-5 + -1)/ 2] }

M = { [(11)/ 2] , [(-6)/ 2] }

M = (5.5, -3)

So the midpoint of points A and B is: (5.5, -3), where the x-coordinate is 5.5, and the y-coordinate is -3.

All you need to do is plot the point on the graph.

A’b’c’ are the coordinates to the new location of the transformed triangle abc. find the distance between the coordinates points to use for your calculations.

The answer is part a: use