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ive never heard of drawing graphs in eco what do you guys mean?

mechanics in q8 would be shit and boring

5>4 5eva>4eva

there is the noob way of proving it y = cisx y' = icisx = iy dy=iy (dx) dy/(iy) = dx integrate and find constant you get e^ix = cosx + i sinx

e^{-\frac{\pi}{2}} umad?

B Arts

lol

no you have to answer the question and use case studies to show how the stuff you are talking about is used in real business

so if you have like \int \frac{1}{x-1} you have to say ln |x-1| ?

you use the series S = 1+xcisx+(xcisx)^2+....+(xcisx)^n then sum it using a gp and equate the real parts for it to conerge |r| if r is the common ratio must be <1 but since r is xcisx then |r| = x so x<1 for it to converge?

that is the correct way

start with 1\leq x\leq e

last part of In one

Re: Not hard? yes and markers will also jizz at that beacuse you make good use of stimulus

idk if you can use induction like that it's like taking the easy way out

to put | | when using ln

I_n=\int_{1}^{e}(1-\ln x)^n \ dx\ for\ n\geq0\\\\\\\ (i)\ Show\ that\ for\ n\geq 1\ \\\\ I_n=-1+n\ I_{n-1} \\\\ (ii)\ Evaluate\ \frac{I_n}{n!}\ and\ deduce\ that \ \lim_{n \to \infty } \sum_{k=0}^{n}\frac{1}{k!}=e you cannot assume that I_n<n!

sack uni go 2 granville tafe with the boyyz

different probability 2u is shit

Re: extended response i did all skills but left out self management and i wrote about staffing systems global cultural diversity diff in labour laws shortage of skilled labour i didnt really write about conflict and those stuff cause it asked for more global things under each skill i wrote...