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Economics Look inside that website

Hey guys my school is ranked 10 and I came: 10th in Eng Adv 3rd in 3U Maths 7th in 4U Maths 1st in Phys 1st in Chem Is it still possible to get an ATAR over 70? PLEASE HELP!!

30 pages for 1st topic, 60 odd for 2nd topic

Everyone on this site, except me, is a complete idiot. Therefore do not plagiarise. Also BOS has large amounts of trolls. btw. im a troll :D

Reasons why we avoided a "possible" recession: 1. Australian banks did not invest in the risky sub prime equities derived from the American market 2. The RBA , or central bank in Austalia, effectively used monetary policy to counter the slump in inflation and growth through reduced interest...

We clearly avoided a recession. Which was achieved via Rudd's handouts. Atleast he has done something. Better than fucking running 40 km

can u become a psychiatrist after doing honours in psychology?

So I have a few questions: 1. What ATAR is required for Psych at UNSW, USYD, MAQU 2. Which Uni is better and why 3. What do you need to do (in uni) to become a psychiatrist 4. What other job prospects are there 5. Can you take a double degree with psych when you enter uni Thanks in advance SOH

its the same thing

Man claims to have had no food or drink for 70 years - Telegraph <--- there you go

need for power and its implications is a key idea in both texts

im going to kill myself. cya

stop being noob

thanks

Consider the function f(x) = (1/4)[ (x-1)^2 + 7] The largest domain containing the value x = 3 is x >= 1 Therefore, let a be a real number not in the domain. Find f^-1 ( f(a) ) i.e. find the inverse function of f(a) where a < 1 Ok so i tried to solve this, and got the result: a-2 However...

Hey Guys I was searching through the forums for induction inequalities questions and I realised i dont understand something. Why is it that below (image), after subsituting the n = k formula into the n= k + 1 formula the LHS becomes greaterthan or equal to the new equation formed

yea i get what you say lol. but seriously not worth the 3 marks... considerign the first part was worth 3 marks

In an past paper in SydBoys

How many ways are there to place nine different rings on the four fingers of your right hand (excluding the thumb) if: (i) the order of the rings on a finger does not matter? (ii) the order of the rings on a finger is considered? I got the first part, but fail to understand the 2nd. Explain...

answer for part 1. 4^9 2. (12!/(3! * 9!) ) *9! <------ how do they get this answer