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guys any one know that if there will be a deduction of mark if we directly solve quadratic equation from the calculator and just write down the answer without showing our steps
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for 11ii
take the area under line graph.... it will give u all the area under graph shaded + unshaded
take area under curve by integrating the curve equation (gives unshaded are)
subtract the two
no i know the formulae i know the limits
but my answer is comming wrong idk y ?
yeah but in (ii) It's asking about a different equation , not the one i already sketched. and it's for one mark , do i have to sketch that as well?For the first part you HAVE to sketch .. The. State the number of solutions .. Let's say 2
So then you check the other question it says upto 20pie but u have till 0-2pie .. So u consider o-2pie as one revolution and then count number of revolutions u need .. Till 20 pie it will be around 10 maybe .. And u have for one resolution 2 solutions so for 10 resolutions .. Just multiply
guys this might helpAssalamoalaikum Wr Wb!
Post your doubts here. Make sure you give the link to the question paper when posting your doubts.
May Allah give us all success in this world as well as the HereAfter...Aameen!!
And oh yeah, let me put up some links for A level Maths Notes here.
Check this out! - Nice website, with video tutorials for everything! MUST CHECK
My P1 Notes! - Only few chapters available at the moment!
Maths Notes by destined007
Some Notes for P1 and P3 - shared by hamidali391
A LEVEL MATHS TOPIC WISE NOTES
MATHS A LEVEL LECTURES
compiled pastpapers p3 and p4 - by haseebriaz
Permutations and Combinations (my explanation)- P6
Permutations and Combinations - P6
Vectors - P3
Complex No. max/min IzI and arg(z) - P3
Sketcing Argand Diagrams - P3 (click to download..shared by ffaadyy)
Range of a function. - P1
You better show your working, in every thing.guys any one know that if there will be a deduction of mark if we directly solve quadratic equation from the calculator and just write down the answer without showing our steps
for 7(iii)
f(x)=(x-2)^2+3
f=hg
h(g(x))=(x-2)^2+3
h(g(x))=(g(x))^2+3, take g(x)=x
h(x)=x^2+3
Thank you very much.. But I dont understand why you took g(x)=x
Prove the identity (sin x + cos x)(1 − sin x cos x) ≡ sin3 x + cos3 x. [3]thnakkks![]()
(i) f(x)=x^2-4x+7http://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Mathematics (9709)/9709_w10_qp_12.pdf
hey has anyone answered this question 7 from this paper cz i forgot if u didcan u guyss explain it to me esp the last part or if u have already done that then just tell me where u did that
thnx
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I tried my best to understand, but it is hard. I found this.
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