IM 6.7.19 Lesson: Drawing on the Coordinate Plane

Recreate this image in the applet by entering ordered pairs.
[img]data:image/png;base64,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[/img][br][br]If you have time, consider adding more details to your image such as whiskers, the inside of the ears, a bow, or a body.
Recreate the image above in the applet by entering ordered pairs. If you have time, consider adding more details to your image such as whiskers, the inside of the ears, a bow, or a body.
Add these statements to the list of things being graphed.[br][img]data:image/png;base64,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[/img][br]Describe the result. Why do you think that happened?
Create an image of your own design by listing the ordered pairs in the applet. You could draw a different animal, a vehicle, a building, or something else. Make sure your image includes at least 4 points in each quadrant of the coordinate plane.

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