Search results

good luck!

Yes, almost all of the time :D Chopin, Liszt, Bach, Schubert, Beethoven, Tchaikovsky (Piano concerto 1/Violin Concerto D maj are my fav Tchaik pieces) and my favourite, Rachmaninoff (whatta cool sounding name)

One of my favs :D

Thanks! That really helped :D

LOVING CHEM, except our teacher goes way off topic at times! And even though the stuff is simple, it's always encouraging to know that things will only get better :D

mm i'll look into ANSTO a little more, since it seems really interesting

I'd like to have a job that's chemistry related when I grow up, and I'd like to stay in Sydney. I seem to love all aspects of chemistry (especially chemical reactions, studying chemical bonds, why compounds the way they are, properties of compounds, how molecular structures affect properties...

worldwide pianist! :D

quoting a sheet from my Bio book: Validity: A first hand investigation is valid if it has been set up properly and run through properly to test the aim and/or hypothesis (if any). Also the measurements taken must be valid i.e. they can be used to answer the aim or hypothesis Reliability...

This has been really enlightening for me since I'm enjoying every bit of bio right now. I can't wait for y12 bio in that case, haha thx guys! I especially like the human focus of the y12 syllabus vs plant based syllabus for y12

^

Nws Thanks guys!

Got it, thanks :)

Thanks! By solving 'normally', I meant e.g. |x| = 2, so x = +or- 2. Solving by that method (listing and solving both cases). When you're 'widening' by a factor of 4, do you draw the curve at x intercepts (if any) that are 4 times those of the original x-intercepts? Just another question though...

When there are absolute values on both sides of the inequality, can we then solve by squaring since there'll be no effect on the sign?

In which situations would squaring both sides be the best way to solve absolute values? Is it when they're in inequalities? Also, when would it be best to solve them 'normally' as opposed to solving by squaring? How do we find horizontal asymptotes by using a table of values (not limits)...

Look up at the top right of the internet browser, where it faintly says notifications and click there (i.e. check your inbox)

Yeah I want to try out for this too

How'd you get into UNSW? (Edit: This is regarded at you questioning the brain's complexity, if that's what you were doing)

As far as I know, I attempted to explain my beliefs to you and others and you did the same. I wasn't expecting to 'change' you and I hope you weren't expecting to change me either. In fact I have actually been intrigued (in a curious, not negative sense) by your and others' perspectives on this...