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To add to this, a person in a visual text is literally free marks. There is just so much you can talk about - gaze, gesturing, expression, posture, clothing, how characteristics of different people in the visual are the same or different and what this represents etc.

I was experimenting with trying to make difficult questions for my own practice and then found that this seemed to work. But then I struggled to prove it lol.

Required to prove: 3^{2n^{2}}-1 is divisible by 8

What subjects do you need it for? You should note that students with edrolo don't have access to all subjects, just the ones that they are enrolled in.

How much would I have to narrow this down in order to choose a degree/major? I haven't really thought about this in depth. I was thinking something analytical because I'm good with maths and data/statistics, but I also like the news and events side of economics.

I have a passion for economics and am quite certain that I will do well in it at uni. I'm planning on majoring in econometrics and maybe some other economics major, which I think I can do in a Bcom or Beco. I'm predicting that I will get an ATAR much higher than the cutoff for either, so if I'm...

Where do they publish examples of Band 5/6 Work? Do you have a link for other subjects' exams?

Who develops and marks these exams? Is it only select moderators or some other BOS users?

That's true, its' edited now. Interestingly, by making the same mistake twice I still got the correct solution lol.

Let z = a + ib It follows that \overline{z} = a - ib If z\overline{z} = 5 then a^2 + b^2 = 5 If \frac{z}{\overline{z}} = 0.2(3+4i) then \frac{a^2 + 2abi - b^2}{a^2 + b^2} = 0.2(3+4i) (by multiplying using conjugates) =\frac{a^2 + 2abi - b^2}{5} So a^2 + 2abi - b^2 = 3 + 4i Finally...

The old naming was better because it implies that IST (Information Software and Technology) correlates IPT (Information Processes and Technology) and SDD (Software Design and Development) These new names are... ok I guess.

15. Let z = a +ib \overline{z} = a-ib a^2 + 2abi - b^2 = a^2 - 2abi - b^2 4abi = 0 By null factor law, a = 0 or b = 0 If a = 0, z = bi and is purely imaginary If b = 0, z = a and is purely real

I would reccommend Cambridge to MIF, it has more nuanced examples and better practice for harder questions. Looking at MIF, my opinion is that it's a waste of time to consistently repeat the exact same skill for 10 questions. If you want a good middle ground between easy explanations and...

Is there anywhere online I can find examples of very high-quality work to guide me in improving my understanding? Something like Arc NESA but with recent examples and new syllabus content. In particular I'm looking for English Advanced and Economics essays, does NESA still publish scanned exam...

Your contributions are definitely appreciated and valuable. I definitely don't see it as a competition, just making humour of the situation lol.

I was rushing for time to not get beaten by @CM_Tutor lol. Embarassing to say it took me a few minutes to type it out in TEX, and it would've been awkward to get ninja'd by CM.

({14 - 2x\over\pi})^2 \pi (ignoring the +x^2) (({2\over\pi}) (7-x))^2 \pi ({2\over\pi})^2 (7-x)^2 \pi {4\pi\over\pi^2}(7-x)^2 {4\over\pi}(7-x)^2

Is it worth explicitly studying for 2u in that case at all? I heard of someone that ranked 1st in ext 1 and ext 2 at a school, then got mid-30s in adv. Do you have to care about your 2u internal rank if you're certain you will do well in 4u?

State rank might look attractive for scholarships and if you want to tutor at a prestigious tutoring centre.

Essentially yes, this is the process known as scaling that everyone talks about. It compensates for the literal fact that it is harder to score raw marks in extension 1 compared to a lot of other subjects, so an 80 in each subject has a different contribution to your atar depending on the...