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AS math 9709/May June/2018/ Paper 12 Hard Or Easy?

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I was thinking, what would have happened if the hackers would have leaked the backup paper too (the one that we got), do they have a backup for the backup paper?
 
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what did you get for the angle one ( something like cosx + 3sinx > 0 ) .. i got < 146 and >326 i think
 
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was this paper really difficult or did was it only me who found it difficult?? I am hearing mixed responses. Some are saying that the questions were quite easy
 
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was this paper really difficult or did was it only me who found it difficult?? I am hearing mixed responses. Some are saying that the questions were quite easy
It was tricky and harder than a lot of papers, but there were some really easy questions like the first one for example. It was really long, and there were a lot of 6 point questions which were kind of hard (or at least really easy to mess up at) so I think that also makes it seem harder. Plus, I'm guessing a lot of us were stressed during the exam, I know I was, so adding that also makes it seem more difficult. What I did is that I skipped over the ones that took me more than 30 seconds to figure out and came back to them at the end, and the ones that I did in the first go were pretty easy (I still made a few really stupid mistakes for which I'm guessing I'll lose a point from each of those:cry:)
 
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i believe the paper was not that hard, if you worked through all past exams , you will find that most of the questions given were asked before. However i do agree that it was a lengthy paper, 11 numbers were too much but 10 would be fine.
Anybody else find that the marks allocated were also quite unfair?
 
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I agree with you.. Is n=12 or n=13 in the geometric series. most are saying 12.. i put in 12 and got something like 9900 and 107000 if i recall correctly
i believe the paper was not that hard, if you worked through all past exams , you will find that most of the questions given were asked before. However i do agree that it was a lengthy paper, 11 numbers were too much but 10 would be fine.
Anybody else find that the marks allocated were also quite unfair?
 
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I agree with you.. Is n=12 or n=13 in the geometric series. most are saying 12.. i put in 12 and got something like 9900 and 107000 if i recall correctly
If you see many past papers, you'll find that marks will be most likely be awarded for all n = 11, 12, 13. Stop worrying.
 
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If you see many past papers, you'll find that marks will be most likely be awarded for all n = 11, 12, 13. Stop worrying.
oh . thats a big relief
also, in the question where we had to prove that the line y= x intersects the tangent ( or something similar ) . I found out the points to be ( 2, 4 ) ( 6, 4 ) .. then , i made a silly mistake in differentiating y.. and thus, while i did calculate the slope and equations of the tangents , they won't be correct since i got the differentiating part wrong. How many marks do you think will I be awarded out of 6 ?
 
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Hi all,
I took the AS Math (9709/12) exam last week.

My answers were as follows; (I got most of the things right (they matched with others), a thing or two were maybe incorrect, also can someone grade my paper? ty :)). The exam was mostly straightforward, I'd say a bit more difficult than m/j 2017 though, Expect the threshold to be at around 58 - 62.

Binomial Expansion
(i) a=3

Quadratics
(i) k>9
(ii) k = 11 (tangent)

Series
a = 8000; r = 1.02
(i) T12= 9950 (or EQ)
(ii) S12 = 107000 [I wrote my answer as 107300, would a mark be deducted?]

Trig Function (cosine)
f (x) = - a + bcosx
(i) a = 7, b = - 4
(ii) k>3 AND k<11

Vectors
(i) People have already posted the answers for the vectors CA & DA, also I don't remember them :p
(ii) Angle CAD = 34.7 (this is the correct answer)

Circular Measure
(i) It was a "show that" question, I'm assuming most of you got it right (so did I)
(ii) Area = 87.8

Coordinate Geometry
(i) h = 2 & k = 36 [MP was (14,10) not (12,10)]

Differentiation/Integration
(i) dy/dx = √4x + 1 ; where c = 1/2 (Equation of line)
(ii) dx/dt = 0.02
(iii) constant = 2

Functions
(i) 25 - 2(x+3)^2 [Completing the square]
(ii) Stationary Point (-3, 25)
(iii) k = -3
(iv) g^-1(x) = (25-x/2)^1/2 -3

Trigonometry
(i) - 2sinx + 3cosx =0
= -33.7, Solutions = 146.3, 326.3
(ii) Sketching was pretty straightforward
(iii) The answer to this question was already there in the first part :( x< 146.3 AND x<326.3 [I, unfortunately, got this one wrong, I wrote x>90 and x>146.3, 326.3? lol ik zero there]

Integration
(i) y = x was easily proved, (3=3)
(ii) Volume = 32/3 pi

Good luck for S1/M1 folks!
 
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oh . thats a big relief
also, in the question where we had to prove that the line y= x intersects the tangent ( or something similar ) . I found out the points to be ( 2, 4 ) ( 6, 4 ) .. then , i made a silly mistake in differentiating y.. and thus, while i did calculate the slope and equations of the tangents , they won't be correct since i got the differentiating part wrong. How many marks do you think will I be awarded out of 6 ?
I am not sure but differentiation is most likely worth 1 or 2 marks. Also, an accuracy mark would be lost. So most likely you will get 4 or 5 marks. (provided you did find the intersection of the tangents correctly)
 
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Hi all,
I took the AS Math (9709/12) exam last week.

My answers were as follows; (I got most of the things right (they matched with others), ill include the correct answers of the few Q's I got wrong, also can someone grade my paper? ty :)). The exam was mostly straightforward, I'd say a bit more difficult than m/j 2017 though, Expect the threshold to be at around 58 - 62.

Binomial Expansion
(i) a=3

Quadratics
(i) k>9
(ii) k = 11 (tangent)

Series
a = 8000; r = 1.02
(i) T12= 9950 (or EQ) [I too, took n as 13 :( [(cuz it said, the 12th week after the first week, so I did 12+1, oh well) but my ratio was correct, so I guess I'll get 1 mark for that]
(ii) S12 = 107000 [I took n as 12 in part ii lolz, but I wrote my answer as 107300, would a mark be deducted?]

Trig Function (cosine)
f (x) = - a + bcosx
(i) a = 7, b = - 4
(ii) k>3 AND k<11 [I messed this one up, i wrote k =3 and did a little bit of working, would I be given any credit?]

Vectors
(i) People have already posted the answers for the vectors CA & DA, also I don't remember them :p
(ii) Angle CAD = 34.7 (this is the correct answer)

Circular Measure
(i) It was a "show that" question, I'm assuming most of you got it right (so did I)
(ii) Area = 87.8

Coordinate Geometry
(i) h = 2 & k = 36 [MP was (14,10) not (12,10)]

Differentiation/Integration
(i) dy/dx = √4x + 1 ; where c = 1/2 (Equation of line)
(ii) dx/dt = 0.02

Functions
(i) 25 - 2(x+3)^2 [Completing the square]
(ii) Stationary Point (-3, 25)
(iii) k = -3
(iv) g^-1(x) = -3 +-√25-x/2

Trigonometry
(i) - 2sinx + 3cosx =0
= -33.7, Solutions = 146.3, 326.3
(ii) Sketching was pretty straightforward
(iii) The answer to this question was already there in the first part :( x< 146.3 AND x<326.3 [I, unfortunately, got this one wrong, I wrote x>90 and x>146.3, 326.3? lol ik zero there]

Integration
(i) y = x was easily proved, (3=3)
(ii) Volume = 32/3 pi

Good luck for S1/M1 folks!

My answer to binomial expansion, integration and dif
 
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