Thursday, 05 March 2009 | 0 Comments
As part of a unit on Trigonometry, we review compass and true bearings before working with bearings in Trigonometry problems.
To start this review lesson, we looked at some images from Google Earth.
This is Sydney International Airport:
I’ve labelled the ends of the North-South runway and East-West runway in the photo above to show the closeups I displayed in class:
I then asked what was the significance of the numbers… a couple of pot shots but nothing substantial. So, I drew a little sketch of the runways and their numbers up on the board:
A few more pot shots, then someone pointed out that the difference between the numbers was 9:
After a little more discussion we worked out that the different was 90°, and then that the runway numbers were bearings missing the last zero.
We wandered on over to the Cairo’s airport and found similar numbers before discussing the need to have “07” on a runway, not just “7”.
A good discussion to start thinking about bearings, how they fit into 360°, how standards are used around the world and why true bearings are often used rather than compass bearings.
[You might also want to read How Runways Are Designated
Simon Job — ninth year of teaching maths in a public high school in Western Sydney, Australia.
MathsClass is about teaching and learning in a maths classroom. more→
Mathematics activities | CSIRO
[Repost] Caesar Cipher | Solve My Maths
programming cipher code maths
Resourceaholic: Ideas for Teaching Circle Theorems
circles maths theorem
python latex programming maths
MathFu: Main Page
maths programming c++