Triangle Sort Sort the triangles into three groups so that no triangle belongs into more than one group. Once you have sorted them, get one sticky note per each group. Then label your groups with sticky notes to identify the attribute(s) they have in common.
Let's Try It Again! Sort your triangles into three new groups so that no triangle belongs into more than one group. Once you have sorted them, get one sticky note per each group. Then label your groups with sticky notes to identify the attribute(s) they have in common.
Now let’s look at some of the vocabulary we can use to describe and sort triangles…
Triangles can be classified by: Scalene Equilateral Isosceles Right Acute Obtuse Angles: Sides: No sides are the same length. At least 2 sides are the same length. All sides are the same length. Has one angle that is a right (90 degree) angle. All 3 angles are acute (less than 90 degrees). Has 1 angle that is an obtuse angle (greater than 90 degrees).
Creating Triangles Use the AngLegs and your knowledge of the types of triangles to try to create a triangle that fits both labels on the chart. Sketch your triangle on the chart. Equilateral Isosceles Scalene Right Acute Obtuse
Which two triangles were impossible to make? Why?
Types of Triangles: Sides
Types of Triangles: Angles
Classifying Triangles By Their Sides
Types of Triangles Equilateral triangle: three congruent (equal) sides and three equal angles These marks indicate equality.
Types of Triangles Isosceles triangle: two congruent (equal) sides
Types of Triangles Scalene triangle: A triangle that has no congruent (equal) sides
Interior Angles Interior angles of a triangle always equal 180 degrees.
Example Find the missing angle 96 o 39 o x o
Classifying Triangles By Their Angles
Types of Triangles Right triangle: Has only one right angle (90 degrees) This box indicates a right angle or a 90-degree angle.
Acute Triangles Acute triangles have three acute angles
Obtuse Triangles Obtuse triangles have one obtuse angle