Question

If AB has endpoints A(6,-3) and B (-6,3) then midpoint M of AB is the origin

Answer 1

Not sure what exactly ur looking for?
but if ur looking for the midpoint I can show u.

formula: m = (x+x)/2, (y+y)/2

m = (6+-6)/2 , (-3+3)/2
m = (0)/2 , (0)/2
m = (0,0)

midpoint is (0,0)

Answer 2

Answer:True

Explanation:

Given

AB has endpoints A
`\left ( 6,-3\right ) and B\left ( -6,3\right )`

then midpoint of AB is

`X=\left ( (x_1+x_2)/(2)\right )`

`Y=\left ( (y_1+y_2)/(2)\right )`

`X=(6-6)/(2) =0`

`Y=(-3+3)/(0)=0`

Thus Mid point has the same co-ordinates as origin therefore its midpoint is origin

One point is reflection of another about y=x line