To solve this problem, we need to understand the three types of transformations: reflection, translation, and rotation.
1.
Reflection: This is when a figure is flipped over a line. The flipped figure is called the image, and it looks like a mirror image of the original figure.
2.
Translation: This is when a figure is slid in a direction without turning or flipping. Every point of the figure moves the same distance in the same direction.
3.
Rotation: This is when a figure is turned around a fixed point. The figure keeps its size and shape but changes its orientation.
Now, let's analyze each question:
1.
Reflection of figure T:
- We need to find the image that looks like a mirror image of figure T.
- Option b) shows a mirror image of figure T.
2.
Translation of figure T:
- We need to find the image that is slid in a direction without turning or flipping.
- Option a) shows figure T slid to the right.
3.
Rotation of figure T:
- We need to find the image that is turned around a fixed point.
- Option c) shows figure T turned around a point.
4.
Reflection of figure T:
- We need to find the image that looks like a mirror image of figure T.
- Option a) shows a mirror image of figure T.
5.
Translation of figure T:
- We need to find the image that is slid in a direction without turning or flipping.
- Option a) shows figure T slid to the right.
6.
Rotation of figure T:
- We need to find the image that is turned around a fixed point.
- Option b) shows figure T turned around a point.
7.
Reflection of figure T:
- We need to find the image that looks like a mirror image of figure T.
- Option c) shows a mirror image of figure T.
8.
Translation of figure T:
- We need to find the image that is slid in a direction without turning or flipping.
- Option b) shows figure T slid to the right.
Final Answer:
1. b
2. a
3. c
4. a
5. a
6. b
7. c
8. b
Parent Tip: Review the logic above to help your child master the concept of transformation geometry worksheet pdf.
