Song has five blue tiles and four white tiles.
Draw two different ways that Song could arrange these tiles so that he has a shape with an order of rotational symmetry of .
Important Questions on Shapes and Symmetry
Song has five blue tiles and four white tiles.
Draw two different ways that Song could arrange these tiles so that he has a shape with an order of rotational symmetry of . For each of the patterns you drew, how many lines of symmetry do your patterns of tiles have.
For the diagram shown, write down the letters of the lines that are tangent to the circle.
For the diagram shown, write down the letters of the lines that are chords of the circle.
This is part of Omar's homework.
Omar has made a lot of mistakes. Copy the diagram and correctly label the parts of the circle.
Marcus draws this diagram.
I can draw three chords inside a circle that makes an isosceles triangle.
Now inside the circle draw three chords that make a scalene triangle.
Marcus draws this diagram.
I can draw three chords inside a circle that makes an isosceles triangle.
Now inside the circle draw four chords that make a rectangle.
Zara draws this diagram.
I can draw four tangents to the circle to make a rhombus.
I know it is a rhombus because it has:
Two pairs of parallel sides
Four sides of equal length
Opposite angles are equal
Two lines of symmetry.
Draw a circle. Draw four tangents to the circle to make a square.
Zara draws this diagram.
I can draw four tangents to the circle to make a rhombus.
I know it is a rhombus because it has:
Two pairs of parallel sides
Four sides of equal length
Opposite angles are equal
Two lines of symmetry.
Draw a circle. Draw four tangents to the circle to make a square. Describe the properties that characterize a square.
