In 2013, 75 raw became 90 according to https://rawmarks.info/mathematics/mathematics-advanced/ - hopefully that will be the case if ppl found our paper harder
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if they draw 80 000 a year for 6 years they only draw 240k, which is well below 1milI got 6 years were u meant to divide by 4
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The paper was no where near 2013 level. In 2013 it was hard from 13-16. In this Q15 was harder then usual but Q16 was standard. The rest was easier than usual. I estimate around 85 cut offIn 2013, 75 raw became 90 according to https://rawmarks.info/mathematics/mathematics-advanced/ - hopefully that will be the case if ppl found our paper harder
I found q16 to be harder. q15 I think I got full marks but the last question of the paper I definitely know I didn't get part i) and ii) fullyThe paper was no where near 2013 level. In 2013 it was hard from 13-16. In this Q15 was harder then usual but Q16 was standard. The rest was easier than usual. I estimate around 85 cut off
I agree, Q15 this year felt like the Q16 of previous years. Q16 of this year caught me off guardI found q16 to be harder. q15 I think I got full marks but the last question of the paper I definitely know I didn't get part i) and ii) fully
2013 question 14 and 15 was a treat comapred to oursThe paper was no where near 2013 level. In 2013 it was hard from 13-16. In this Q15 was harder then usual but Q16 was standard. The rest was easier than usual. I estimate around 85 cut off
All my answers were the same. However, for the second last question, rather than doing two integrals, I integrated x^r from 0 to 1, and then subtracted the triangle made by the straight line. Ended up with the same answer however much lesd working outI'm a maths tutor. Here are my worked answers to Q16.
Subtracted the area of the triangle with a base of 1 - (r - 1 /r) And height oneAll my answers were the same. However, for the second last question, rather than doing two integrals, I integrated x^r from 0 to 1, and then subtracted the triangle made by the straight line. Ended up with the same answer however much lesd working out
Yep, I did the same! However, I ran out of time and didn't prove that 1+sqrt2 is a max - how many marks will I lose? Also I made An=0, is that fine?All my answers were the same. However, for the second last question, rather than doing two integrals, I integrated x^r from 0 to 1, and then subtracted the triangle made by the straight line. Ended up with the same answer however much lesd working out
One mark max and yes i made An = 0, thats fineYep, I did the same! However, I ran out of time and didn't prove that 1+sqrt2 is a max - how many marks will I lose? Also I made An=0, is that fine?