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ok differnt person have differrent thoughts!!! btw i dropped stats bcos i find it boring n it wont benefit in my engineerin course in university
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Well, I love everything related to Mathematics. My life won't be complicated - I'll seriously enjoy my life because of my enthusiasm in Maths.lol why do u wanna complicate ur life by takin these many math modules??![]()
well i love maths too!!! that doesnt mean we have to do evrything related to maths!! like i wanted to do Further mathematics this year but couldnt find a tutor!! n Further mathematics is wayy farr advance compared to our mathsWell, I love everything related to Mathematics. My life won't be complicated - I'll seriously enjoy my life because of my enthusiasm in Maths.
I don't mind. But if I could, I would. Apparently, I cant upload a file over here from the iPad.can you show working and upload if you don't mind?
Total energy at O = K.E.=0.5(0.4)(2^2)=0.8 JI don't understand how the mgh, k.e and EE work in q7 (i)
http://www.xtremepapers.com/papers/CIE/Cambridge International A and AS Level/Mathematics (9709)/9709_s10_ms_53.pdf
thanksTotal energy at O = K.E.=0.5(0.4)(2^2)=0.8 J
Total energy at extension x:
E.P.E.(elastic potential energy)=0.5(24/3)(x^2)=4(x^2) J
G.P.E.(gravitational potential energy)=0.4(10)(-(3+x))= -12-4x J
K.E.=0.5(0.4)(v^2)=0.2(v^2) J
TOTAL ENERGY: 4(x^2) + (-12-4x) + 0.2(v^2).
Conservation of energy: total energy constant.
Therefore 4(x^2) + (-12-4x) + 0.2(v^2) = 0.8.
simplify, you will get answer.
http://www.examsolutions.co.uk/maths-revision/syllabuses/AQA/period-1/M2/module.php watch these centre of mass vids..Can u explain centre of mass i dont understand anything about it!!!
basically its the area of semicircle x centre of mass from O = area of triangle x its centre of mass from O.http://www.xtremepapers.com/papers/CIE/Cambridge International A and AS Level/Mathematics (9709)/9709_s11_qp_51.pdf
Q.2 can u explain how to do it :/
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