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Not Ruse, but here is the ATAR distribution for Sydney Boys http://www.sydneyboyshigh.com/publications/document-library/doc_view/7845-atar-breakdown-2001-2018 Out of 207 students in 2018, 52 (roughly 25%) got ATARs below 90 and 25 (roughly 12%) got ATARs in the 70s or less. So basically, if...

Are you assuming an 80 in Ruse (with a mean of 94) is equivalent to a rank 2nd in rank 300 school? There is a lot of missing information you need to make that kind of conclusion, such as what the distribution of marks are across the cohort in the external exam for both schools. If the person...

Who decided that the social media advertisement promoting ScoMo’s military assistance was a good idea? Even worse was that they apparently had a Donate button, which was for donations to the Liberal Party (albeit for a brief while before being taken down). It doesn’t take a genius to know how...

Wow blast from the past....

What do you end up with in your working?

Top 10 Schools in Maths https://www.smh.com.au/national/nsw/no-phones-no-laptops-the-sydney-schools-that-topped-hsc-mathematics-20191218-p53l7f.html

Top 10 schools in English https://www.smh.com.au/national/nsw/stick-with-your-courage-advice-pays-off-for-emily-as-her-school-tops-hsc-english-20191217-p53kvy.html

https://educationstandards.nsw.edu.au/wps/portal/nesa/11-12/hsc/results-certificates/merit-lists/top-achievers-in-course

Conservatorium High School came 2nd with just 34 students - that was unexpected... If they had just 8 more band 6s they would’ve beaten Ruse lol

Either that or you guys got trolled

I thought state ranks were always released the same day as the HSC marks themselves. Only First in Course gets released a day or two in advance

https://educationstandards.nsw.edu.au/wps/portal/nesa/11-12/hsc/results-certificates/merit-lists/first-in-course 8 people topped Mathematics Advanced lol

Not as elegant but a more intuitive approach is to use the vector rotations. \text{Let }\angle OAC = \alpha\:\text{and}\:\angle OCB = \beta\:\text{then} \dfrac{z}{|\overrightarrow{AO}|}e^{i\alpha}=\dfrac{1-z}{|\overrightarrow{AC}|} e^{i\alpha} = \dfrac{|z|(1-z)}{z|1-z|} Similarly...

It’s nothing more than just mentally guessing the solutions to two simulataneous equations lol

Bump

Bump! FYI we are looking for multiple moderators...

I don’t think they can assess random 3u topics anymore, unless they’re incorporated in an actual 4u topic

As mentioned in the post, there is no hard checklist (like post count) used to recruit a moderator. Either way, quality of the posts would matter over quantity.

Do you want to be part of the Bored of Studies team? :bosman: Ever since 2002, Bored of Studies has been committed to helping students in one of the most important years of their lives. We are proud to be making a difference to the student community for so many years and will strive to continue...

The syllabus treats Euler’s formula as if it is a definition rather than an actual result. That means the only benefit of introducing it is simply notation. But doing so does not explain why you can suddenly exponentiate a complex number and why this suddenly relates to the polar form of...