Question

To find the midpoint of a segment using the coordinates of its endpoints:
A.Calculate the average of the x-coordinates and the average of the y-coordinates of the endpoints.
B.Calculate the average of the x-coordinates and the average of the y-coordinates of the endpoints and divide each by 2.
C.Calculate the differences of the x-coordinates and the differences of the y-coordinates of the endpoints and divide each by 2.
D.Calculate the differences of the x-coordinates and the differences of the y-coordinates of the endpoints.

Answer 1

A

Answer 2

are you sure @LolWolf ? and would you mind telling me why

Answer 3

Sure. So, let us specify two points \[A=(x_a, y_a)\] and \[B=(x_b, y_b)\] The point lying in between the x-coordinates is the point equivalently distant between \[x_a \text{ and } x_b\] Which is the average of the two points \[\frac{(x_a+x_b)}{2}\]

Answer 4

Without loss of generality, we assume the same for the y-coordinate, and thus, we are done!

Answer 5

thankyou for helping

Answer 6

Sure thing!

Answer 7

I agree with @LolWolf

Answer 8

What is the full form of your name @LolWolf ??

Answer 9

What do you mean @waterineyes ?

Answer 10

Lots of Laugh Wolf..

:Ha ha ha..

Answer 11

Ahh... gotcha.. haha.