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From leading edge textbook: "Financial markets are also the factor markets for capital in the economy" Despite thinking over this a not-insignificant number of times, I don't get how this could be, could you guys explain it to me please? :(

Sorry I couldn't help myself, But does anybody have a favourite scale? I'm sure many of our favourite songs/pieces are in various scales, but I'm still curious lol My favourite major scale: A-flat major Minor scale: B-flat minor/F-sharp minor

I know that MX1 is harder than 2U, and also that there is a bigger workload. However, how much of a step up exactly is MX1 from 2U? Is it a LOT harder? Is the workload e.g. more than twice as much/about 20% more than 2U? How much time needs to be devoted to it? I got around 74% for my half...

Which instrument appeals to you guys the most? Personally, the piano and the flute are my favourites

^, more specifically, chemical engineering This really seems like a stupid question, but I just want to know about the field What type of work does it involve? Does an engineer design objects etc. ? Is a lot of physics involved in engineering courses in uni, even with chemical engineering...

Driving has been fine for me so far, but every second attempt of mine at a roundabouts has been multi-facepalmable Any tips for this roundabout n00blet? I especially have trouble exiting one

How would you guys define the price mechanism?

Given p>0, prove p +1/p >= 2 I hate of these proving questions (but the process of solving them is quite fun, I just hate them cos I can't get them right :( )

^ e.g. how would you draw y=|x|+|x+2| y=|x|+|x+2|+3 y=|x|+|x+2|+|x+3|

How would you represent 4Na + O2 -----> 2Na2O and 4Al + 3O2 -----> 2Al2O3 with Lewis electron dot structures? These ionic compounds are driving me nuts :rolleyes:

When representing a quadratic inequality, say (x-2)(x-5) > 0 on the Cartesian plane, do you shade the areas above y=0 and outside the parabola, or do you simply emboss the part of actual parabola itself that's above y=0 with open circles at the x-intercepts? Or does either way not matter...

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...

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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)...