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That's not the point. A lot of people on here reply to posts made over 10 years ago. The likely hood of that person seeing the post is about 0.00000...

No it's such a good thing. Debating about it really opens up your mind to others viewpoints and it can be quite beneficial for your understanding..

Love seeing debates about Mathematics lol, reminds me of when my schools math department and me had a huge debate in which I ended up proving a question wrong in our trial.

That was over 10 years ago.......

Did u really just ss a random person lol

Sad =(

2016 ;)

Yep when I looked at 16(b) I was like is this a joke? That question is fit to be in question 12. You compare the 2017 question 16 to the 2018 one and you can see how much harder the 2018 one is. Yeah 2006 is really easy as well. 2014 was perhaps even easier. I mean the last question, the...

That's because 2017 was literally THE easiest year. There was literally no challenging question I reckon most state ranks could easily 100 raw 2017

I mean people will say that difficulty is based on each individual and all but there are some things where you can safely say it is difficult. The most difficult subject statistically is 4u Maths and 4u English is obviously the second most difficult.

Yep, I didn't even read it properly ;-;

We get it ur a Physics god bro haha

Yeah yeah biggest shit talker lol He's right though. Try the Sydney Grammar papers....

Yeah they only look at the ranks and the difference in marks between the ranks. Your lucky being the only one if your class, this means your external mark will be your internal mark. However this can go both ways lol

Part 3b. I mean just look at that. In exam conditions its the last question, you see that and just flip tf out. "Divide the interval 0 < x < 1 into N subintervals each of length 1/N and show that there must be integers m and n with m = n and 1 <= m, n <= N + 1 such that F((m − n)b) < 1/N "

1989 was statistically the hardest. Question 8b, no one in the state got full marks for. Including first in state....

2010 was in fact a hard year. Question 16 was a continuation of just one question which led to a nice end result part of what is known as the Riemann zeta function. 2001, 2003 were also really tough years Then there was 1989 which was the hardest one ever

#UNSW even though I go Usyd ;-;

It's actually not too difficult. You just need to buy the parts and know how to connect them. The connecting is where all the 'difficulty' lies

Baha what.