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Can you tutor me how to do second year uni maths <3

I definitely got my ACCT one put in and I'm quite positive my other one was ACTL so...

Should be that then Praying yea but kinda positive it's that

Yea agree. I'm pretty sure math isn't in yet

The accounting ones only got released today, not yesterday.

One of my courses has gone in. My first exam was on 9th Nov I believe

Maybe if you're relying on it to do them. But what's the harm in getting one to check your answer so that you can guarantee those marks?

Well can it please hurry up because I don't want to delay depression that was rhetorical

Re: UNSW chit chat thread 2016 I think you meant "that being said"

\\\text{1. Find }\lim_{a\to 0}\frac{\sin^{-1}a}{a}\\ \text{2. Evaluate }\lim_{h\to 0}\frac{(2x+h)h}{\left((x+h)\sqrt{1-x^2}+x\sqrt{1-(x+h)^2}\right)h}\\ \text{3. Use the definition of the derivative to find }f^\prime(x)\text{, if }f(x)=\sin^{-1}x

Legit? Cause whilst he wasn't boring to the fullest in accounting 1A he was honestly the slowest and most repetitive lecturer I had; staying awake was not an easy thing. Don't recall tips either. Unless he was just more suitable for this course

Ugh. Scratch that I have no idea what I was thinking there with the geometry. Probably cause I only thought of arg(z)=0, pi

Re: First Year Uni Calculus Marathon Oh right yep I was tired. Forgot how sequences work altogether

Re: First Year Uni Calculus Marathon Am I misinterpreting the sequence? Cause I'm getting a2k=n, a2k+1=1

Oh what, 12's the standard... Suddenly I really wish business school didn't do the 4x pricing

I thought the standard workload for the summer term was 6 or 9 UoC?

\frac{2\sin x \cos x}{\sin x + \cos x - 1}=\frac{1+2\sin x \cos x - 1}{\sin x + \cos x -1 }=\frac{\sin^2x + \cos^2x + 2\sin x \cos x-1}{\sin x + \cos x - 1}

Those PV and FV formulas were for the syllabus pre-2014. After the change in 2014 they give the table of valuse.

Re: First Year Uni Calculus Marathon \text{Does there exist a family of at least once differentiable, two variable functions }f(x,y)\text{ such that} \\ f\text{ is non-constant and}\\ \frac{\partial f}{\partial x}=\frac{\partial f}{\partial y}

Re: Announcement from BOSTES - significant change to calculus courses Discrete maths all over again.