Oct 24, 2020

2014 March Mathematics Paper 1

2014 march mathematics paper 1

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GCE ‘A’ Level H2 Mathematics November 2014 Paper 2 1i) x = 3t2 dx dt = 6t y = 6t dy dt = 6 dy dx = 6 6t = 1 t = 0.4 t = 2.5 (ii) Equation of tangent at P is y – 6p = 1 p (x – 3p 2) When x = 0, y = 6p – 3p = 3p Coordinates of D is (0, 3p). Midpoint of PD is given by x = 3p2 2 , y = 6p + 3p 2 = 9p 2 p = 2y 9 x = 3 2 2y 9 2 = 2y2 27 27x ...

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4.1.1 Calculate the coordinates of the y-intercept of f. (2) 4.1.2 Calculate the coordinates of the x-intercept of f. (2) 4.1.3 Sketch the graph of f in your ANSWER BOOK, showing clearly the asymptotes and the intercepts with the axes. (3) 4.1.4 One of the axes of symmetry of . f . is a decreasing function. Write down

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2014 March Mathematics Paper 1



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2014 March Mathematics Paper 1