2023-II-01
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\dfrac{a+5b}{7a+2b} & =
$\begin{array}{rcl}
\dfrac{a+5b}{7a+2b} & =
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& \dfrac{2}{5-4x}-\dfra
$\begin{array}{cl}
& 4^{n+2}3^{2n+4} \\
=
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& 2x^2+xy-y^2+4x+4y \\
= &
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(x+2)(x+c)+12 & \equiv &
Consider the first inequality, we have
$\begin{arra
The maximum absolute error for the accuracy correct t
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& g(1-3\alpha) \\
= &
Since $h(x)$ is divisible by $2x-3$, we have
$\begin{
A is not true. Rewrite the equation of the graph to the g
Let $\$ x$ be the cost of the jacket. Then the marked pri
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& \text{length on the map}
Let $z=kx^2\sqrt[3]{y}$, where $k\neq 0$.
When $x=1
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a_8 & = & a_7 +a_6 \\
6
Let $r\text{ cm}$ and $h\text{ cm}$ be the base radius
Denote the centre of the larger circle by $O$.
Since $A
Join $R$ and $X$. Let $PX:XQ =r:1$, where $r0$.
Since $
Denote the vertex by $A$, $B$, $C$, $D$ and $E$ as shown
I may not be true. By the definition of rhombus, $AB=BC
Since $ABCD$ is a square, $\angle BAD=90^\circ$.
Sin