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ok thanks bro EDIT: doesnt seem to work either

huh? how do i type so it doesnt come up with br and ><?

$a)let$z=cos2\theta + isin2\theta\\$using the fact that$ z= \frac{1+z}{1+z^{-1}}\\\frac{1 + cos2\theta + isin2\theta }{1 + cos2\theta - isin2\theta }\\=\frac{1 + cos2\theta + isin2\theta }{1 + cos(-2\theta) + isin(-2\theta) }\\=cos2\theta + isin2\theta\\\therefore Re[\frac{1 + cos2\theta +...

^^^ wouldn't be a bad move at all to drop maths, 11 units is plenty for the hsc, and judging by your subjects, you're more of a humanities person anyway

ok will do thanks

id prob just want to get out, so yeah. For example in my current planned timetable, ive got on wednesday: 12-13: ACST 151 L 13-14: MATH 132 L 14-16 ECON 110 L Would this type of thing be too draining (I can move the ECON 110 L pretty much anyday)?

When constructing my timetable, is it a good idea to try and cram things together as much as possible, so i can leave early, or is it good to have breaks in between lectures/tutorials for food/ going to lubrary etc? tell me what you think Thanks

yeah i just chose those recommended for acst/app fin, im pretty sure thats what they will tell us to do in the pre-enrolment thing anyway. You can wait until ac adv. to choose if you want, but note that you have to do your timetable too, which could be quite stressful, having to look through...

To help you plan your program some departments also provide recommended programs of study:Business, Finance, Human Resource Management, Marketing and other Commerce courses; Actuarial Studies;Engineering.

I'm in exactly the same boat, done my proposed program form, based on the recommended units. I think im gonna skip pre-enrolment, coz i have also watched the videos and understand the process pretty well. (I also have a 1.5 hour gap between enrolment preparation and academic advising, and really...

nice... same as me lol

lol How did u go in maths btw tommy?

What exactly are you considering teaching yourself? and why?

but the question said, find an expression for arg z, you're just giving the range of arg z. Really sorry if im wrong though....

ill try explain it z + 1: this is adding 1 the the real part of z, so z + 1 is 1 unit to the right of z z + 2i: This is adding 2 to the imaginary part of z, so z + 2i is 2 units above z. arg (z - 2 - 3i) = pi/3 arg [z - (2 + 3i)] = pi/3; Ok i think you put a dot 2 units to the right...

I read PC Authority, its pretty good

Re: best uni for business? Ive heard Macquarie is best for business USY0 good for arts UNSW Good for science

i dont think its possible to solve an equation with 2 variables, unless you had another equation, so you could solve them simultaneously....could be wrong though. I think, as you said, guessing and checking i the only way, as they specify a and b are integers

fuck you're right....my bad and i though d and e were: d) tan-1(y/x) e)tan-1(y/x) - pi

this is pretty simple, just sketch z on an argand diagram for each case, use trig if necessary a)z lies on the positive half the the x-axis(real), so arg z = 0 b) z is on the negative half of the x-axis, therefore arg z = pi you should be able to work out the rest