Which could be coordinates of D'O'G' after the reflection? D=(0,0), O=(-1,-2), G=(1,4) D=(0,0), O=(-1,-2), G=(1,-4) D=(0,0), O=(-2, 1), G=(-1, -4) D=(0,0), O=(-1,2), G=(1,4)
reflection in where
Triangle DOG is transformed using a reflection.
thats all it says .-.
im guessing accross the x axis.. so the reflection over the x axis is. (x,y) ==> (x,-y)
g (-1,4) d(0,0) o(1,2) those are your current coordinates.
OHHH i got it. could you look at a few more ?
i dont want to.
but ok
ask away
lol you dont have to but What additional information would you need to prove that ΔABC ≅ ΔDEF by ASA? segment AB ≅ segment DE segment BC ≅ segment EF segment AB ≅ segment FE segment BC ≅ segment ED
ASA = angle side angle you have two angles congruent.. so you need a side. AB = DE those two are both the same type of legs of the triangle it could also be AC = DF or BC = FE
OHH OKAY ! thank you (:
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