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ADD-MATHS. 4037/12/O/N/11 question no. 8. i wager the marking scheme is wrong on this one.
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http://www.xtremepapers.com/papers/CIE/Cambridge International O Level/Mathematics - Additional (4037)/4037_w11_qp_11.pdf
in Q No 6 part b, i don't understand exactly how to find the value of a and c with proper working
and also Q n0 7 second part.
bro please try to post link with query!ADD-MATHS. 4037/12/O/N/11 question no. 8. i wager the marking scheme is wrong on this one.
no sorry yar! post a question, i will solve your query or give answer!Can anyone please send me the marking scheme of May/June 2002 Add Maths paper 1?
x can never be negative here!!! you see this is because when we take out of modulus, it will be positive always! multiplying x by 2 must therefore to be +ve, so x must be +vehelp needed in http://www.xtremepapers.com/papers/CIE/Cambridge International O Level/Mathematics - Additional (4037)/4037_w11_qp_23.pdf question 6 part 2
I am getting 4 values where as the marking scheme says 2 and the calculation is also taking more space then given so can any one please post a correct solution to the problem.
Nah thanks man. I just needed to check for any mistakes. Thanks anywaysno sorry yar! post a question, i will solve your query or give answer!
thank you. btw has the e.r. come out yet?Ikram Khaliq
haha i posted this earlier, The mark scheme is wrong 100% gurranteed, if u use their equation u will get the wrong answer and the funny part is.. the examiner report has a different answer but the one in Examiner report is correct 4y + 3x = 2 is the correct equation y − 4 = 3( x − 2) is the wrong one.
post the link for the question paper!
in second part of this question i'm getting only one value because the graph of y=2x cuts that graph drawn in first part only at one place. can you please draw that graph? i don't know if mine is correct or not and the marking scheme doesn't provide enough information for the turning points and x,y intercepts....x can never be negative here!!! you see this is because when we take out of modulus, it will be positive always! multiplying x by 2 must therefore to be +ve, so x must be +ve
have u reflected the graph? i mean the part that is below x axis to above x axis? try doing that!in second part of this question i'm getting only one value because the graph of y=2x cuts that graph drawn in first part only at one place. can you please draw that graph? i don't know if mine is correct or not and the marking scheme doesn't provide enough information for the turning points and x,y intercepts....
i have reflected it and both graphs are cutting at only one place...have u reflected the graph? i mean the part that is below x axis to above x axis? try doing that!
thanks for the help really appreciated!!!!x can never be negative here!!! you see this is because when we take out of modulus, it will be positive always! multiplying x by 2 must therefore to be +ve, so x must be +ve
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