
1.2.6 Task - Symmetry
Presentation
•
Mathematics
•
10th Grade
•
Practice Problem
•
Easy
Standards-aligned
Tiffany Madison
Used 3+ times
FREE Resource
4 Slides • 13 Questions
1
Reflection symmetry
- if the design were reflected across the line of symmetry, the image would be exactly the same as the original design
2
Multiple Select
Which type of triangles have reflection symmetry?
Scalene Triangle
Equilateral Triangle
Isosceles Right Triangle
Isosceles Triangle
Scalene Right Triangle
3
Draw
Circle the quadrilaterals (4 sided shapes) with reflection symmetry
4
Draw
Circle the figures on your resource page have more than three lines of symmetry
5
Multiple Choice
Tell if the figure has a line of symmetry or not.
YES
NO
6
Multiple Choice
Tell if the figure has a line of symmetry or not.
YES
NO
7
Multiple Choice
Tell if the figure has a line of symmetry or not.
YES
NO
8
On the next page see if the figure can be rotated onto itself.
9
10
Multiple Choice
Did it have rotational symmetry?
yes
no
11
Open Ended
Jessica claims that she can rotate all figures in such a way that they will not change. How does she do it?
12
Since all figures can be rotated 360º without change, that is not a very special quality. However, the shape in part (a) above was special because it could be rotated less than 360º and still remain unchanged. A shape with this quality is said to have rotation symmetry.
13
Draw
Circle the shapes that have rotational symmetry
14
Draw
Circle the shapes on the resource page that have 90º rotation symmetry? That is, which can be rotated about a point 90º and remain unchanged?
15
Multiple Choice
Determine whether the figure has line symmetry, rotational symmetry, both, or neither.
Rotational
Reflectional
Both
Neither
16
Multiple Choice
17
Poll
Can a figure have translation symmetry? (That is, slide onto itself?)
yes
no
Reflection symmetry
- if the design were reflected across the line of symmetry, the image would be exactly the same as the original design
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