Point C is located at (1, 2), and point D is located at (−4, −2). Find the y value of the point that is the distance from point C to point D. 1 0 1.5 2.25
@jdoe0001 @ParthKohli
that is the distance ^ sorta blank there
but I assume you know how to, if it's a ratio, will be the same as before
Yes, but I got a very different answer than my answer choices. That is why I think I did something wrong.
@TechnoSoul Help?! lol
you know you're still missing info in the posting " that is the distance" ^?
plug in your points and youll get your distance
Oh, that's what you meant. well there is no distance, just added space by accident.
@jdoe0001 1/4 LOL sorry
And @TechnoSoul that formula wont get my the y value
ya but it will get your distance
so what do I do for the 1/4 then? @TechnoSoul
are you asking for the midpoint formula possibly?
@jdoe0001 I thought it wasn't anything, but then I figured I was missing the 1/4 lol
because that will give you a y value
well, just plug in your values, like before notice that is 1/4 from C to D so say that point P, will make CP ratio1=1 and PD ratio2=4
Yeah hold on, let me show you what I did @jdoe0001
the midpoint is (-3/2, 0) making your y value 0
and that is an option
hold on im drawing it @jdoe0001
|dw:1402443604826:dw|
This is how I plugged my numbers in and solved only the right part which wold give me the y value
@jdoe0001
which equation are you using in that drawing?
I'm not sure which one it is, but it is one that @jdoe0001 showed me in last question I asked, so I'm just substituting numbers
\[d=\sqrt{(x-x)^{2}+(y-y)^{2}}\]
and that would give the y value? @Jim766
I think you got the ratios... a bit mixed up... one sec
alrighty @jdoe0001
I would recommend using the midpoint formula instead, do you know it?
yes
Try to plug your values into this equation instead.
by doing so you will get a y value of 0
0 was wrong :(
Can I just ask a different question now? if anyone can help me please
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