Recent content by milton

lol chillax everyone... looks like it'l be hard to even keep you guys on the edge of your seat in the interview..

THe number of co-op positions is directly dependent on the number of sponsors who join in that year. With the GFC and all, it's reduced quite a bit, with some fields much less than others, but the total number of scholarships (comm + engineering combined) is over 100. If you've received an...

Hi, My name is Milton and I am an ex-James Ruse student currently studying a Bachelor of Commerce at UNSW on a Co-op Program Scholarship in Actuarial Studies about to commence my 3rd year. I have had extensive tutoring experience with the entire spectrum of age groups- from primary school...

Euler can win Connect4 in 3 moves. Euler has an Erdos number of -1. God created the integers, all the rest is the work of Euler.

from the Facebook group "We fully acknowledge the True Ultimate Ass-Kicking Power of Leonhard Euler": Leonhard Euler is well known for being the most kick-ass mathematician in recorded history. By 'kick-ass' I don't mean he was the greatest mathematician - we all know that was Gauss - but...

well main criteria that we are told to look for are: 1. Community involvemnt 2. Academic ability 3. Leadership skills 3. Motivation for actuarial- theres about 16 in 2nd yr and 14 in 1st yr right now. it really depends on how many sponsors are willing to be involved and with the global...

assuming the question is interpreted as: he randomly selects 2 balls initially, then given that he randomly chooses one of those 2 balls and reveals it to be red, then the probability of the other ball being red is indeed 1/3 if instead, he randomly selects 2 balls, and reveals that at least...

well some of the most elegant equations involving pi: e^(i*pi) + 1 = 0 pi/4 = 1 - 1/3 + 1/5 - 1/7 + ... pi^2/6 = 1 + 1/4 + 1/9 + 1/16 + 1/25 + ... pi/2 = (2 * 2 * 4 * 4 * 6 * 6 * 8 * 8 * ...) / (1 * 3 * 3 * 5 * 5 * 7 * 7 * 9 *...) n! --> (2*pi*n)^0.5 * (n/e)^n probably the most...

First of all, I have to point out that theres a difference between impossibility and probability 0 impossibility implies probability 0, but not necessarily the converse flipping a coin and getting heads forever is conceivably possible, but has limiting probability 0 something similar applies...

Re: Am I daydreaming? Handbook says we can do easier maths for 1st year Actuarial Stu sure, you could do math1131 , 1141 or even qma, qmb. but that will probably mean you would have a do quite a bit of catching up later on since there IS a reason theres a course specially designed for...

there are about 15 companies sponsoring 16 places i would guess (PwC sponsors 2). you'll find out all this on the open day day before your interviews last yr there were about 60 ppl being interviewed, and it seems theres even slightly less applications this yr its true you dont get paid...

What is the limit (if any) of the infinite product (1-1/2)(1-1/4)(1-1/8)(1-1/16)(1-1/32)...(1-2^(-n)) as n-->oo ? It seems to hover around 0.28888, but it might also approach 0 extremely slowly.

I only have 15hrs a week over 3 days. i heard that at macq u need to go all 5 days and they have 9am starts. but that might have changed for this semester. recommended is 10hrs/subject per week, but thats only if you want to top the course. just a couple of hrs reading textbks and doing qs...

basically, in my opinion, if u just want to concentrate on actuarial studies, then go to macq, i mean they have been around for 30/40 yrs. however, unsw in general has much better other courses, campus and facilities. you can get part 2 exemptions at unsw, but only if you're doing a combined...

Re: 回复: Re: Probability its called conditional probability. you KNOW that there is at least one 5 so the sample space is reduced to 11 (equally likely) outcomes. ignoring information will give you wrong answers