Official BOS Trial 2015 Thread (1 Viewer)

[kenny777777]

What's the best way to find the room?

 

[dirty_ink]

i'm quite nervous

 

[FlyingKanga]

I am most definitely going to get lost trying to find the place. Any guidance?

 

[Carrotsticks]

What's the best way to find the room?

I am most definitely going to get lost trying to find the place. Any guidance?

When you enter the Carslaw building/area, you are already on the 2nd Floor.

Go up 1 floor and the room will be in that area.

 

[nerdasdasd]

Room 351 - http://lostoncampus.com.au/59423

 

[nerdasdasd]

This is how to get to the Carslaw building

Indicated in the map...
1. The long walk from the wooden bridge to the stairs for the Sci tech library
~~ proceed to go up the stairs ~~
(The start of the wooden bridge)

(The initial stairs )

2. Walk through the footbridge

3.
Look and turn right after walking 60 or so metres (after you have gotten across the footbridge). You should see a building like this:

 

[Carrotsticks]

Thank you very much nerdasdasd.

 

[turnerloos]

The number of those who dropped out last minute perfectly balances out those who registered after my original cut-off date.

Fuck... i thought it was too late...

 

[Drsoccerball]

i'm quite nervous

LOL woke up at 5:30 in a sweat. I think i was having a nightmare can't sleep

 

[leehuan]

How I plan to get to the correct building:

1. USyd app.
_______________________________________
I slept very peacefully though and woke up at my normal 6am

 

[Drsoccerball]

How I plan to get to the correct building:

1. USyd app.
_______________________________________
I slept very peacefully though and woke up at my normal 6am

How i plant to get to the correct building:
1) Ekman app

 

[InteGrand]

Anyone like to share a copy of the exam?

Carrotsticks might upload it online like he has for previous years.

 

[Ekman]

Carrotsticks, destroying math dreams since 2012. In other words, exam was harder this year.

 

[Ekman]

What was the last question?

Justifying trapezoidal rule for integration

 

[InteGrand]

Justifying trapezoidal rule for integration

I think you or Drsoccerball (or someone else) predicted it.

(And was the question trapezoidal rule, or Simpson's Rule?)

 

[Ekman]

I think you or Drsoccerball (or someone else) predicted it.

(And was the question trapezoidal rule, or Simpson's Rule?)

Actually question 16 consisted of proving the AM-GM inequality by using functions and the second part was to justify trapezoidal rule by using functions and integration techniques

 

[OzKo]

Carrotsticks, destroying math dreams since 2012. In other words, exam was harder this year.

Sounds like it was a success then

 

[Sy123]

Actually question 16 consisted of proving the AM-GM inequality by using functions and the second part was to justify trapezoidal rule by using functions and integration techniques

Something like this:

?

 

[InteGrand]

Actually question 16 consisted of proving the AM-GM inequality by using functions and the second part was to justify trapezoidal rule by using functions and integration techniques

(Well we'll find out soon enough anyway, if the paper is uploaded.)

 

[Ekman]

Something like this:



?

Actually it was different, it was about proving the inequality by using function derivatives, and substituting a suitable function that gives the AM-GM inequality