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September 21, 2025, 05:20:01 am

Author Topic: Maths Methods (Exam 1): Discussion, Questions & Potential Solutions  (Read 57313 times)

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zoefiggis

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Re: Maths Methods (Exam 1): Discussion, Questions & Potential Solutions
« Reply #105 on: November 07, 2018, 05:31:31 pm »
0
yo if anyone has a copy of the exam could they please post how many marks each question was worth, trying to add up my marks
thanks! :)

Lear

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Re: Maths Methods (Exam 1): Discussion, Questions & Potential Solutions
« Reply #106 on: November 07, 2018, 05:35:16 pm »
+2
It’s quite literally posted right above you.
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Dais_Deorum

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Re: Maths Methods (Exam 1): Discussion, Questions & Potential Solutions
« Reply #107 on: November 07, 2018, 05:59:26 pm »
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In the latter stages of the exam, I was running out of time and skipped a bit of important working to get to the answering. It was the right answer, but idk how strict the examiners are. What is the 'line' for when there is not enough working out?
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bea420

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Re: Maths Methods (Exam 1): Discussion, Questions & Potential Solutions
« Reply #108 on: November 07, 2018, 06:12:57 pm »
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yo if anyone has a copy of the exam could they please post how many marks each question was worth, trying to add up my marks
thanks! :)

hahah i see you zoe ;))

georgehanna

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Re: Maths Methods (Exam 1): Discussion, Questions & Potential Solutions
« Reply #109 on: November 07, 2018, 06:46:46 pm »
0
Hi Everyone
Any hope to find a copy of the MM Exam 1?

Sine

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Re: Maths Methods (Exam 1): Discussion, Questions & Potential Solutions
« Reply #110 on: November 07, 2018, 06:57:38 pm »
+3
Hi Everyone
Any hope to find a copy of the MM Exam 1?
Sorry, from this year copies of VCAA exams will not be posted on ATAR Notes as these exams are subject to copyright.

Please have a read of the following post by K888 which reiterates this.
https://atarnotes.com/forum/index.php?topic=182246.0

Mattjbr2

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Re: Maths Methods (Exam 1): Discussion, Questions & Potential Solutions
« Reply #111 on: November 07, 2018, 09:29:58 pm »
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My teacher confirmed
9ai: pi(4n+1)
9aii: -pi(4n+1).
Do you guys think that will be accepted? If not, will i at least get 1 mark of out 3 for the working?
« Last Edit: November 07, 2018, 09:33:56 pm by Mattjbr2 »
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hums_student

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Re: Maths Methods (Exam 1): Discussion, Questions & Potential Solutions
« Reply #112 on: November 07, 2018, 09:59:16 pm »
+4
My teacher confirmed
9ai: pi(4n+1)
9aii: -pi(4n+1).
Do you guys think that will be accepted? If not, will i at least get 1 mark of out 3 for the working?
Hold up - every solutions thingo I've seen has +/-pi(2n+1) (also the answers I got)
Where did you get 4n from
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DinWell

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Re: Maths Methods (Exam 1): Discussion, Questions & Potential Solutions
« Reply #113 on: November 07, 2018, 10:01:59 pm »
+3
My teacher confirmed
9ai: pi(4n+1)
9aii: -pi(4n+1).
Do you guys think that will be accepted? If not, will i at least get 1 mark of out 3 for the working?
Yeah, I don't know why you're teacher confirmed those solutions, unless I'm missing something.
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Mattjbr2

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Re: Maths Methods (Exam 1): Discussion, Questions & Potential Solutions
« Reply #114 on: November 08, 2018, 08:54:20 am »
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Yeah, I don't know why you're teacher confirmed those solutions, unless I'm missing something.

:'(
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WrongWong

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Re: Maths Methods (Exam 1): Discussion, Questions & Potential Solutions
« Reply #115 on: November 08, 2018, 11:19:10 am »
+3
My teacher confirmed
9ai: pi(4n+1)
9aii: -pi(4n+1).
Do you guys think that will be accepted? If not, will i at least get 1 mark of out 3 for the working?

It would be 4n if n was any integer, but because the question explicitly states that n is even (part i) and n is odd (part ii) the correct answer is the one involving 2n.

I've done a mock of solutions here: https://drive.google.com/file/d/1hGcrpUJ8ZDRwrNhTRcALI2slH4exFqTL/view?usp=sharing
« Last Edit: November 08, 2018, 11:22:26 am by WrongWong »

Mattjbr2

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Re: Maths Methods (Exam 1): Discussion, Questions & Potential Solutions
« Reply #116 on: November 08, 2018, 11:28:02 am »
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It would be 4n if n was any integer, but because the question explicitly states that n is even (part i) and n is odd (part ii) the correct answer is the one involving 2n.

I've done a mock of solutions here: https://drive.google.com/file/d/1hGcrpUJ8ZDRwrNhTRcALI2slH4exFqTL/view?usp=sharing

Thank you so much for typing that up. Absolute legend.
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DinWell

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Re: Maths Methods (Exam 1): Discussion, Questions & Potential Solutions
« Reply #117 on: November 08, 2018, 11:42:17 am »
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It would be 4n if n was any integer, but because the question explicitly states that n is even (part i) and n is odd (part ii) the correct answer is the one involving 2n.

I've done a mock of solutions here: https://drive.google.com/file/d/1hGcrpUJ8ZDRwrNhTRcALI2slH4exFqTL/view?usp=sharing
Could you please explain how you'd get 4n if n was any integer? I was under the impression that you can't simplify it if they didn't explicitly say that it was odd or even.
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DinWell

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Re: Maths Methods (Exam 1): Discussion, Questions & Potential Solutions
« Reply #118 on: November 08, 2018, 12:36:11 pm »
0
My teacher confirmed
9ai: pi(4n+1)
9aii: -pi(4n+1).
Do you guys think that will be accepted? If not, will i at least get 1 mark of out 3 for the working?
I'm curious as to how you arrived at 4n? Do you remember what you did?
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WrongWong

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Re: Maths Methods (Exam 1): Discussion, Questions & Potential Solutions
« Reply #119 on: November 08, 2018, 01:13:55 pm »
+2
Could you please explain how you'd get 4n if n was any integer? I was under the impression that you can't simplify it if they didn't explicitly say that it was odd or even.

If n was any integer and the question was still asking for the bounds to be even then odd (part i). Then we would have to integrate xsin(x) as:



As if k is an even integer, then k = 2n when n is an integer, if k is odd, k = 2n+1 where n is an integer.



We do the same process but with 2n+1 is as the lower bound and 2n as the upper bound for part ii resulting in -(4n+1) pi.

Mattjbr2's teach got it wrong  :P