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RE: SLC S23 Week3 || Geometry with GeoGebra: Circles and its elements
| Task | Comment | Grade |
|---|---|---|
| 1. Circle and its elements | The point of tangency is not shown in the illustration, yet it is a key point that it is unique. A description of the single point of tangency, with an illustration in the image, would have enhanced the effect. | 1.8✅/2 |
| 2. Central angle & inscribed angle | The drawing illustrates everything well, but it would be helpful to explain what an inscribed angle is and what a central angle is, with two drawings. | 1.8✅/2 |
| 3. The semicircle | Nice, but a few more words could be added.)) | 2✅/2 |
| 4. The inscribed and circumscribed circles | Two bisectors would have been enough. There is one drawback – the circle disappears)) (why does this happen when an isosceles triangle is formed?) | 1.9✅/2 |
| 5. Arrangement of two (three) circles | The relationships between the three circles are well explained, though again, the intersection point of the red and blue circles is not marked on the last drawing. Here, one of two options should have been done)) You did both. Regarding this bonus task – from a mathematical point of view, it's well done; the task is not simple. However, I’m not fond of the color choices))) I recommend reviewing the course SLC20 - Graphic Design from @lhorgic, and I myself would gladly revisit and repeat studying the color system))) | 2⭐/2 |
Total: 9.5⭐/ 10
Thank you @sergeyk!
I usually take 1-2 days for a challenge, sometimes 3, this time I rushed it in less than 1 when I saw I could still be the first to post. Also related to the colors I picked them just to be distinct I don't really like the coloring way in Geogebra that's why I didn't pick them in a good combination.
I am used to work with this type of gradient color picker and have a variety of colors not just a couple predefined ones in small boxes.
I'll try to pick them better for the next one.
Thanks for the mention @sergeyk. I'm glad you still find the lesson useful