The figure is reflected across the line y = x. T/F
I think it's false
@dan815
@ganeshie8
@wio
@ash2326
Yeah, it's across the origin, but I thought it was true as well until I did some more digging
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If a reflection passes through the y=x line, then the values of the x and y coordinates are switched
For example, if (x,y) is reflected through the y=x line, then the values of the new point are (y,x)
@wio
@dan815
What I said about the x and y coordinates being switched don't apply to the points on the image
Write every corner point in Z down. For each point, swap the \(x\) and \(y\) parts, as this would be a reflection over \(x=y\). If all the points are in Z', then it's a reflection.
Can u help me out on this too pleeasse??
I think it's false, but I don't really understand how to work the problem
@wio ??
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