Graph the image of the given triangle under a dilation with a scale factor of 1/3 and center of dilation (−2, 2)(−2, 2) .
@3mar your good at this
I know the reflection, rotation, and translation, but I don't know dilation! Can you give me a hint?
its where its the same shape but smaller
Thanks a lot for your reliance.
Good. How ??
anything to help you help me... im not sure how to do the problem... do you know someone?
@563blackghost might know
Darn its dilation. I know it but i sometimes confuse things to be honest. Let me look over it again to refresh myself.
ok
Can you list the coordinates for me?
the coordinates for the triangle?
Yes :)
(-2,2) (-8,2) (-2,8)
Correct ^^ Now we know that the coordinates will dilate on point `(-2,2)` that would mean that we would not dilate that coordinate only the others around.... So to dilate by 1/3 we would divide by 3 with the x and y value of the two coordinates.... So.... \(\huge({\frac{-8}{3},\frac{2}{3})\rightarrow~ ?}\) \(\huge({\frac{-2}{3},\frac{-8}{3})\rightarrow~ ?}\) And `(-2,2)` will stay the same... With this we will find the points of dilation....
i dont have the correct calculator
Well from the top of your head can 8 be divisible by 3 without a remainder? Can 2 be divisible by 3 without a remainder?
no
Correct :) So they will stay in fraction form or in mixed form.... So the coordinates will stay as they are....so our coordinates are... \(\huge{(-\frac{8}{3},\frac{2}{3}),(\frac{8}{3},-\frac{2}{3}),(-2,2)}\)
This helped me quite alot... http://www.regentsprep.org/regents/math/geometry/gt3/ldilate2.htm
im kinda confused
We can't have the coordinates be decimals so we will keep them in improper form...
are those supposed to be multiplied
I just left them as how they were...
After adding in the scale factor in which we divided by 3...
Hint: multiplying 1/3 into the equation is the same as dividing by 3....
sorry im confused lol... which coordinates do i put in?
The one that we divide with the scale factor; the outcome of it....
how do i graph (-8/3,2/3)
this is what i have
is that correct?
Yes :) sorry
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