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I found it REALLY tough. I mean seriously, I'm worried
Mein aap ky dukh mein barbar ka shareeq hn, jaiko nianey jo naseeb........
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I found it REALLY tough. I mean seriously, I'm worried
i got (-4, 1. 14) as the position vector of OD. Is it entirely wrong? how many marks might i lose?First of all that is axiomatically wrong. I'll agree that you had to consider BA but OC was ( 4 5 6) NOT ( 8 4 -8)
A normally starts from 60. as 60 by 75 is 80 per cent. so where is the privilege if grade threshold is between 55-60? or r u talking about A*?bro i hope so :S
It would be around 59-60 . It can never be at 64 or 65Was different in terms of the level of the paper - surprisingly no volume of revolution! xD
I think A Grade will be around 64/65 maybe.
maybe if its around 60 then m on safe side :'/ cuz i know m gonna lose more than 10I think it would be around 59-60
I will iA get around 65 66
maybe if its around 60 then m on safe side :'/ cuz i know m gonna lose more than 10
If i understood you, There would have be a clever response hereMein aap ky dukh mein barbar ka shareeq hn, jaiko nianey jo naseeb........
see this link in june 11 paper 12 was 57 http://papers.xtremepapers.com/CIE/...d AS Level/Mathematics (9709)/9709_s11_gt.pdfA normally starts from 60. as 60 by 75 is 80 per cent. so where is the privilege if grade threshold is between 55-60? or r u talking about A*?
hey guys I'm expecting 67-68 marks at the minimum. Will I be able to get an A in the P1 component ?
totally agreed -_-Not sure if you're playing dumb or serious?
same, i left the 8 marks question empty. but lets hope for the best!maybe if its around 60 then m on safe side :'/ cuz i know m gonna lose more than 10
-_____________________________________________________________________-EASY SHOULD BE AT LEAST 70
hmmm r u giving exams for the first time? -_-EASY SHOULD BE AT LEAST 70
EASY SHOULD BE AT LEAST 70
That's suppose to be the answer....why would it be wrong?.....i got (-4, 1. 14) as the position vector of OD. Is it entirely wrong? how many marks might i lose?
You have the second derivative you integrate to get dy/dx + c then u equate it to 0 and replace the x with the value they gave u so you get c then u solve for both X by quadratic u will get the co ordinate they gave u and another one then u integrate to get Y and then u replace with the coordinates to get c then replace with the second X to get Y and there u goYeah explain the differentiation integration question
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