Dilation mistake, I can't seem to find it... So my problem is I need to find point B. My givens of the original polygon are: F(-6,-1) G(-1,-1) H(-2,-4) I(-7,-4) My givens of the dilated polygon are: A(3,8) D(1,2)
So far I have done the distance formula for AD and got 2sqrt(10) or 6.32 and FI and got sqrt(10) or 3.16 Then I did 2sqrt(10) / sqrt(10) = 2 With me having 2, where do I go from there? Multiply G by 2, to find B?
Or, do I have to find the distance of BC by dilating GH?
how did you get 3.16? the distance from f1 to which point?
F to I
yes thats the correct correspond line in the polygons
AB equals the length of FG * 2
Okay so once I divided 2sqrt(10) / sqrt(10) and got 2, I multiplied 2 by 3 because of FI and got 6, so now do I just add 6 to A's X cord?
so just work out length of FG.
Oh haha I was thinking that I had to add 6 to A's X
Okay so I got 10 for FG*2
the y coordinates are the same for points F and G so length of FG = -1-(-6)
so 5*2 = 10
So B should rest on (10,8) ?
yea AB = 10
I mean 13,8
yes
(13,8)
Okay, thank you :)
yw
theres no need to use the pythagoras formula for the length of the line if its horizontal or vertica.
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