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HKDSE-MATH - 2012 - Paper 1
2012-I-01
Ans: $\dfrac{n^5}{m^{12}}$
$\begin{array}{rl}
& \
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2012
2012-I-02
Ans: $a=\dfrac{7b-8}{3}$
$\begin{array}{rcl}
\dfrac{3
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2012
2012-I-03
Ans: (a) $(x-3y)^2$ (b) $(x-3y)(x-3y+7)$
$\begin{array}
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2012
2012-I-04
Ans: (a) $\$576$ (b) Christine
The daily wage of Ada
$\begin
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2012
2012-I-05
Ans: $54$
Let $x$ and $y$ be the number of male guards and fema
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2012
2012-I-06
Ans: (a) $x<\dfrac{24}{5}$ (b) $4$
$\begin{array}{rcl}
\dfrac{4x+6}{7} & &
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2012
2012-I-07
Ans: (a) $a=11.3$, $b=15.3$ (b) Yes
$\begin{array}{rcl}
1
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2012
2012-I-08
Ans: (a) $\Delta AED\sim\Delta BEC$, $AE=6\text{ cm}$ (b)
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2012
2012-I-09
Ans: (a) $11\text{ cm}$ (b) $624\text{ cm}^2$
Consider the
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2012
2012-I-10
Ans: (a) Mean $=18$, median $=16$ (b) (i) $18$ (ii) No
Mean $=
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2012
2012-I-11
Ans: (a) $\$95$ (b) $\$212$
$C=k_1+k_2A$, where $k_1$ and $
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2012
2012-I-12
Ans: (a) $73\ 728\pi\text{ cm}^3$ (b) (i) $144\ 000\pi\tex
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2012
2012-I-13
Ans: (a) $5$ (b) (i) $15m^3-63m^2+72m$ (ii) No
Let $f(x)=kx
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2012
2012-I-14
Ans: (a) (i) Parallel (ii) $x-3y-6=0$ (b) (i) Yes (ii) $1:1$
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2012
2012-I-15
Ans: (a) $12$ (b) No
The new standard deviation
$\begin{arr
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2012
2012-I-16
Ans: (a) $\dfrac{8}{13}$ (b) $\dfrac{5}{13}$
The require
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2012
2012-I-17
Ans: (a) $(x-6)^2+(y-10)^2=10^2$ (b) $\left(\dfrac{k-4
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2012
2012-I-18
Ans: (a) $23.3\text{ cm}$ (b) (i) $58.6^\circ$ (ii) $\alph
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2012
2012-I-19
Ans: (a) (i) $a=210\ 000$, $b=1.1$, $450\ 153.6501\text{ t
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2012