During today's inquiry into triangles with my grade 6 MYP class, we reached for old-fashioned technology - and with great results! Students were really engaged throughout this activity.

I started by giving students an example of triangles with their identities written inside, and they had to label these. For example, acute and isosceles, students had to identify the acute angles within that triangle and then had to indicate the two sides that are of equal length in order to make it an isosceles triangle.

Here is a great example of two of the pieces of work the students produced:

I started by giving students an example of triangles with their identities written inside, and they had to label these. For example, acute and isosceles, students had to identify the acute angles within that triangle and then had to indicate the two sides that are of equal length in order to make it an isosceles triangle.

Here is a great example of two of the pieces of work the students produced:

I then asked them to use the exact same triangles (I made two copies of the same triangles), and to cut out the angles (HINT: if you are getting the students to do this activity, get the to cut it round, otherwise it becomes difficult to see where the original angle was).

After cutting out these angles, students were asked to glue together these angles to find the pattern in the angles.

After repeating it several times, students realised that it demonstrate that the interior angles of a triangle will always add up to 180 degrees.

**: Great use of time, quick activity, but students find it so easy to remember that interior angles add up to 180 degree. Give it a go, it's so worth it!**

__The verdict__
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