![]() Images/mathematical drawings are created with GeoGebra. Graph the pentagon and its image after a reflection across the y-axis. $A=(0, 2)$, $B=(-2, 2)$, $C=(-2, 4)$, and $D=(0, 4)$Ĭ. Click and drag the blue dot to see it's reflection across the line yx (the green dot). When the square is reflected over the line of reflection $y =x$, what are the vertices of the new square?Ī. This means that the glide reflection is also a rigid transformation and is the result of combining the two core transformations. Suppose that the point $(-4, -5)$ is reflected over the line of reflection $y =x$, what is the resulting image’s new coordinate?Ģ.The square $ABCD$ has the following vertices: $A=(2, 0)$, $B=(2,-2)$, $C=(4, -2)$, and $D=(4, 0)$. A glide reflection is the figure that occurs when a pre-image is reflected over a line of reflection then translated in a horizontal or vertical direction (or even a combination of both) to form the new image. Use the coordinates to graph each square - the image is going to look like the pre-image but flipped over the diagonal (or $y = x$). Use the graphing calculator to graph this reflection. ![]() Which list contains three points that lie on the graph of the reflection 81, 9, 36, 6, 1, 1 1, 1, 16, 4, 36, 6 49, 7. Plot these three points then connect them to form the image of $\Delta A^ The graph of fx x is reflected over the y-axis. Read more How to Find the Volume of the Composite Solid?
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