Geometry. A dilation maps A to A' and B to B'. find the scale factor of the dilation. Find the center of the dilation.
A(4,2) A'(5,1) B(10,6) B'(8,3)
@Compassionate
A(4,2) A'(5,1) This is our image after it's been dilated B(10,6) B'(8,3) This is our image before it's been dilated. Do you see a pattern here? They were multiplied by what?
no i dont see the pattern
@Compassionate
Yes. One moment
Is there an image or anything to go along with this?
yes hold on
@Compassionate
This seems real of context. What are those images? I know how to do all of this, but I'm so lost within the context it's insane.
those images don't have anything to do with the problem. it's a worksheet and im really confused with those problems @Compassionate
I am confused as you are because I have no idea what it's asking. I know how to do everything it is asking; but the way it is asking me is absolutely absurd. Is this common core? @texaschic101
yes it is common core. I just dont really get how to get the center of dilation
Have you learned like matrices as transformations?
yes i have
so is can anyone help?
@Compassionate can you do this?
I know it but don't understand it. That's why I tagged
@TylerD
@wio
@wio
Find the distance between \(A\) and \(B\), then find the distance between \(A'\) and \(B'\).
The ratio between these differences is the answer
what about for the center of dilation
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