WALT: Group basic 2D shapes based on their properties
What we know so far
So far we know these properties of shapes:
A square has four sides of equal length.
A square has four vertices
The interior angles of a square are 90 degrees.
A square has four lines of symmetry.
Polygons are 2D shapes that have straight sides that join up. E.g. triangles, hexagons and squares are polygons. Circles are not because they are curved.
Quadrilaterals are 2D shapes that have four sides and four angles that add up to 360 degrees. The rhombus, square and kite are quadrilaterals.
What are angles?
An angle is the amount of space between two lines that meet each other
This is a right angle.
Right angles = 90 degrees
This is an obtuse angle.
Obtuse angles are between 90 and 180 degrees
This is an acute angle.
Acute angles are less than 90 degrees
A straight line is 180 degrees
This is a reflex angle.
Reflex angles are over 180 degrees
Name that angle!
This is a ? angle
This is an ? angle
This is an ? angle
This is a ? angle
This is an ? angle
The properties of triangles:
There are three main types of triangle based on the length of the sides:
Name the triangle!
Two of my sides are the same length. I am a
My angles are 60 degrees. I am a
None of my sides are the same length. I am a
My sides are all equal lengths. I am a
My angles are all different. I am a
Two of my angles are the same. I am a
Another way to group triangles:
We can also group triangles based on the angles that they have:
We can combine the two names. For example:
I am an acute equilateral triangle.
All of my sides are the same and my angles are all 60 (less than 90)
Combine the triangle names!
None of my sides are the same length. My largest angle is 90 degrees.
My sides are all equal lengths. I am a
My angles are all different. One of my angles is larger than 90 degrees. I am a
Two of my angles are the same. My angles are all less than 90. I am a