Program Peningkatan Prestasi Akademik Additional Mathematics Paper 21: October 25, 2010Formula : Calculus . Volume of Revolution =.= and blabla
- The radius of a circle is increasing at rate of 0.2s-1 . Find the rate of change of the ares of circle , in cm2 s-1 at instant when its radius is 4cm . Give your answer in terms of pie =.=''
- Given f(x) = 2x+1 over x - 4 , find f'(x)
- In diagram 8 , the point (h,5) is the minimum point of the graph of a quadratic function f(x) = p(x-2) square + k . Find values of constant h , k and p .
- Given that the straight line y = 4x - 1 touches the curve y = xsquare + k at one point only . Find values of k .
- Given that OA = 8cm , and the area of sector OXY = 11.24 cm2 . using pie = 3.142 , find :
a) value of teta in radian ,
b) perimeter in cm , of shaded region =.=
aq jawab tadi edd mett dengan cool ja :) haha . tibae tibae , bagi jawapan macam jawapan mathematic punya . brrhh .. senang lagi math oh =.= haih , i dun like addmath .
