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November 01, 2025, 04:36:01 pm

Author Topic: Regarding VCAA 2006 Exam 1 and 2  (Read 711 times)  Share 

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hyperblade01

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Regarding VCAA 2006 Exam 1 and 2
« on: October 25, 2009, 01:03:16 am »
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For those that have done it, were they easy, average or hard papers?


To be honest, I found them straightforward which is good i suppose. The only reason I'm asking is because it's my first set of official current study design exams :P

Thanks in advance
2008: Accounting
2009: Chemistry, Biology, Methods CAS, Specialist, English Language
ENTER: 99.10

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TrueTears

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Re: Regarding VCAA 2006 Exam 1 and 2
« Reply #1 on: October 25, 2009, 01:04:46 am »
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I think 2006 was the easiest VCAA paper. Pretty straightforward as you said :)
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hyperblade01

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Re: Regarding VCAA 2006 Exam 1 and 2
« Reply #2 on: October 25, 2009, 01:07:20 am »
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Awwww so it was 'easy' .... let's just hope 2009 mimics 2006  ;D
2008: Accounting
2009: Chemistry, Biology, Methods CAS, Specialist, English Language
ENTER: 99.10

BCom/BEco @ Monash University

humph

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Re: Regarding VCAA 2006 Exam 1 and 2
« Reply #3 on: October 25, 2009, 02:02:52 am »
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It was the first year of the new system (it used to be both exams were 1 1/2 hours and you were allowed 1 page of notes in both), so they made the non-calculator section in particular extremely easy. My friends and I all finished that exam in half an hour.
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NE2000

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Re: Regarding VCAA 2006 Exam 1 and 2
« Reply #4 on: October 26, 2009, 02:20:43 pm »
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Yeah pretty straightforward. I just needed to check the validity of one of my solutions. For 2c where it asks to show that angle ADC and angle ABC are supplementary. I found cos(ADC) = 0.8 and cos(ABC) = -0.8 and then stated that ADC was 1st quadrant and ABC was second quadrant and said:


so
and hence and worked out the rest. Is that allowed?

Their solution in the assessment report is obviously good and everything, I was wondering whether this is acceptable or whether my solution makes a leap of mathematical logic somewhere.

Rest of the paper was good :)
2009: English, Specialist Math, Mathematical Methods, Chemistry, Physics