Top Banner
Big Picture Triangles and bridges ... Is there a link? www.justmaths.co.uk
7

Big Picture Triangles and bridges... Is there a link? .

Dec 16, 2015

Download

Documents

Oswin Marshall
Welcome message from author
This document is posted to help you gain knowledge. Please leave a comment to let me know what you think about it! Share it to your friends and learn new things together.
Transcript
Page 1: Big Picture Triangles and bridges... Is there a link? .

Big Picture

Triangles and bridges ... Is there a

link?

www.justmaths.co.uk

Page 2: Big Picture Triangles and bridges... Is there a link? .

Today

By working effectively in teams ... Who will build the

tallest bridge?

www.justmaths.co.uk

Page 3: Big Picture Triangles and bridges... Is there a link? .

Would you

use ...?

www.justmaths.co.uk

HINT: don’t eat your construction materials

Page 4: Big Picture Triangles and bridges... Is there a link? .

What about... ?

www.justmaths.co.uk

Page 5: Big Picture Triangles and bridges... Is there a link? .

Your

challenge ...

www.justmaths.co.uk

You have _______ minutes

You can only use the midget gems and cocktails sticks you have.

The winner will be the group with the tallest and most stable bridge. My decision is final!

Page 6: Big Picture Triangles and bridges... Is there a link? .

And the winner is …

www.justmaths.co.uk

Page 7: Big Picture Triangles and bridges... Is there a link? .

Teachers notes• Students to work in groups of 3 or 4 – each group is given a packet of midget gems (tesco value @ 22p) and a tub of 500 cocktail sticks. •Make it clear at the outset that they should not eat their construction material. •Start by getting each student (so they are all doing something) to make a square, then a cube. Discuss how flimsy this structure is in its construction – you may choose to “crush” one of them to demonstrate this (I like to do that!!) •Then get them to make triangles and subsequently a tetrahedron (you can discuss the properties of 3D shapes too) but illustrate how strong this structure is. •Allocate them a set amount of time in which to build the tallest bridge by linking multiple tetrahedrons together (some will get creative by using cubes too, but that’s ok – make it clear that you need to be able to pass an object between the towers (I use 10 multi-link cubes which must pass through widthways). •Be sure to take photos for your newsletter/website or just to remind students that maths can be fun!

www.justmaths.co.uk