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How Do You Use a Graph to Translate a Figure Vertically?
Use a graph to translate a figure 6 units down.
Summary
- We want to translate the figure 6 units down, so take each point on the figure and move it down 6 units
- Starting with the lower right point, we move each point down 6 units
- Once we've created a new point just 6 units south of the original points, we can connect the dots!
- The new figure is called an image

Notes
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- A translation is a shift or a slide of a figure in the coordinate plane
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- This is what we mean by "translate"
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- You'll need to graph new points where the new figure will be
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- Then we can graph it 6 units down from where it is now, to (-2,-5)
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- A vertex is a corner of the figure where two sides come together
- These will be the easiest points to move because we already have them plotted on the graph
- Take each point in the figure and move it down 6 units
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- The figure we make after we connect the dots is called an "image"