if M is the midpoint of line AB, find b. Then use distance to justify your answers. A(5,1), M(-3,7)
use desmos to graph this
desmos?
graphing calculator
Desmos is a great online graphing tool, but its not a good idea to become too dependent on it.
im not suppose to graph it
Let's start by finding the midpoint using the midpoint equation(s): \[x = \frac{x_1 + x_2}{2} \\ \\y = \frac{y_1+y_2}{2}\]
i need to find point B using the distance formula or midpoint
Ok !
(1,4) is the midpoint
and 10 is the distance
yeah lol i got that already
OK. good!
For the part where you "use distance to justify your answer," find the distance between the two endpoints, then find the distance between an endpoint and the midpoint. If the second distance is half the first, then you probably got the midpoint right!
okay but what is point B?
yo @Robert136 come help us bruuh
Think *brian*
what grade u in @cali16
just started 12th today
DANG thats why i cant get this
*doh* I read the question backwards, sorry.
First, to find B, let's find the change in x coordinates between A and M.
like the distance??
Yeah, like the distance but just in the x direction.
yeah
dang u fast bruuh @DDCamp
|dw:1439946324486:dw|
Yeah bruuh thats what i got so u got this right cuz i got this girl on my back man
so do you add them up to get B?? for the midpoint i got (1,4)
see yall GL @cali16 hope u understand it
So M is the midpoint between A and B, but we already know A and M. Finding the midpoint between A and M would be finding this point:|dw:1439946627534:dw|
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