HKDSE-MATH - 2015 - Paper 1 -

1. Let $S= k_1 + k_2n$, wher

1. Let $f(x) = k_1

1. Let $y = \dfra

1. Let $h = k_1 + k_2 x$, where $k_1$ and

1. Let $P = k_1 + k_2h^3$, where $k_1, k_2

When $u = 2$ an

1. Let $f(x) = k_1 +k_2(x+4)

Let $w=\dfrac{kx^2}{y^3}$, where $k$ is a non-zero c

Let $u=\dfrac{k\sqrt{v}}{w}$, where $k\neq 0$.

I is

1. Let $f(x) = k_1 +k_2x^2$, where $k_

Let $z=kx^2\sqrt[3]{y}$, where $k\neq 0$.

When $x=1