A figure is in Quadrant II. It is rotated 2004-01-04-04-00-v2_files/i0020000.jpg about the origin to create image 2004-01-04-04-00-v2_files/i0020001.jpg. The original figure is then rotated 2004-01-04-04-00-v2_files/i0020002.jpg about the origin to create image 2004-01-04-04-00-v2_files/i0020003.jpg. How does image 2004-01-04-04-00-v2_files/i0020004.jpg compare to image 2004-01-04-04-00-v2_files/i0020005.jpg? Describe the locations of image 2004-01-04-04-00-v2_files/i0020006.jpg and image 2004-01-04-04-00-v2_files/i0020007.jpg. Is there a way to map image 2004-01-04-04-00-v2_files/i0020008.jpg directly onto image 2004-01-04-04-00-v2_files/i0020009.jpg by using a rotation?

Question

dude · Answer

Oh. Yes. Wonderful.

Corrected Question:

A figure is in Quadrant II. It is rotated 90º about the origin to create image #1. The original figure is then rotated -90º about the origin to create image #2. How does image #1 compare to image #2? Describe the locations of image #1 and image #2. Is there a way to map image #1 directly onto image #2 by using a rotation?

dude · Answer

Since you're gone

They would be reflected across from each other, so you can solve it by using reflection

dude · Answer

https://www.desmos.com/calculator/h9e46bkw14 (In case you want to see the equations, rotation rules)

Gdeinward · Answer

Dude, I gotta give you some respect. I would not have gone that far, at least without the help of the user.

Gdeinward · Answer

@dude

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