Search results

Yeah so just whenever you integrate stick in a +C, its more natural to have 2 constants, but usually we only bother ourselves with one!

This is just from my course notes summarised: $Solve the ODE $ \dfrac{dy}{dx} = g(x)h(y) $ and write $ f = \dfrac{1}{h} $ so that $ \\ f(y) \dfrac{dy}{dx} = g(x). \\ $ Let $F_0(y) $ and $ G_0(x) $ be antiderivatives of $f(y) $ and $ g(x) $ respectively.$ \\ $They exist provided $ f(y) $ and $...

You should've done this in Calculus first year maths... (or are you probing the question?)

Re: HSC 2014 4U Marathon Sure realise :P

Also the stuff about mathematical constants...the symbols \pi and e are just SYMBOLIC representations of a concept which happen to be constant. For pi, it is the ratio between the circumference of a circle to its diameter (many will argue circumference to radius would be more appropriate, see...

I'm not quite understanding what he is saying... So if you said that v = \dfrac{dx}{dt} then \mathcal{L} = \int_a^b \sqrt{1+\left(\dfrac{dv}{dt}\right)^2} \mathop{dt} is the ...???

You contradicted yourself in that sentence. Please clarify.

There is some theory called the 'p integrals' and explains that that for p>1, the integral \int_1^\infty \dfrac{1}{x^p}\mathop{dx} $ converges.$ The point is that the successive parts being added are getting smaller and smaller at a fast enough rate so that the total area is finite. The length...

No ON...

Such a brilliant person, you are.

A ripe Kensington pride mango is unbeatable.

Madly apply for internships at each opportunity...start talking to professors about such opportunities early on. Get yourself known.

So...what's in it for us?

There are other ways to get your head above the rest of the how ever many thousand B Comm UNSW graduate...be creative! Not getting supplementary money and experience given to you isn't the end of the world.

You should cry. It's good for the soul.

I'm guessing you got rejected?

I heard if you can't login that means you got an offer because the system is being updated for you.

I won't bother showing you what you're in for. I'll just let you find out yourself next year if you do take physics. :)

Umm I don't exactly know who you've been talking to.. You've realised nothing ;)

Not true. You haven't done first year physics so I'd say you shouldn't assume. Mx2 mechanics is good for about 2 weeks of first semester mechanics at USYD. The rest of the semester is largely new material that you wouldn't have done ( thermal physics and waves and oscillations.) Second semester...