Re: 2012 Year 9 &10 Mathematics Marathon
For i)
OQ = OP (radii of circle)
Therefore, triangle OPQ is isosceles.
\alpha = 2\beta
(angle subtended at the centre is twice the angle subtended at the circumference by the same arc)
Re: 2012 Year 9 &10 Mathematics Marathon
You are correct. Was this your working out?
Let x = height of triangle, hence 2x = base of triangle
By triangle formula:
\frac{2x^2}{2}=36
x^2=36
x=6
Reject - 6.
Now by pythagorean method on a right angle triangle, let y = hypotenuse:
6^2...
Hmm, my school doesn't make it compulsory to do work experience. We only do it if we feel we want to do it, where we have to go through a process with the school advisor.
Don't worry too much about the question, we're all human. Was the courier question, Q 26. in your paper? You could still possibly get a HD after this error as I did the senior paper you guys did and I couldn't answer like 8 questions.
Good work. :)
Mhm, I think I managed to solve that...
I think optometry is accessible only in UNSW if you're talking around these regions. My sister is an optometrist from UNSW and she has told me herself there wasn't any other career she'd rather be in. Of course, this idea of enjoyment varies from person to person. Take some work experience up...
Will do. I will be playing right next to the computer. I might be a little slow on controls because I haven't played in a while, but I imagine it's the same for most of us. Nice idea with the chat room, seanieg.