Prompt: Tell me about the 3 transformations that you learned about in Geometry recently: Reflection, Translation, and, Rotation.
State which transformation was the most challenging and why. Give an example of where you could find this transformation in the real world. Remember: your response must be at least 10 well-rounded sentences to earn full credit.
Answer: I don't think any of them were challenging alone. But when I had to reflect an image on the y axis, while translating it and rotating it... that was the hardest. If I had to say one alone, it would probably be reflecting. Not hard, but the hardest of them all. An example of where you could find the transformation in the real world could be in a mirror, on a butterfly's wings, or even a pizza. The symmetry of those things are reflecting each other perfectly. (well, maybe not the pizza always.)
I think 175 miles. Since 1 = 50 miles and the cities are 3 1/2 miles apart, all you need to do is multiply 50 x 3 which is 150. Then you need to solve the 1/2, which 1/2 of 50 is 25. 150+25 is 175. So the answer is 175 miles.
