2021-II-01
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& \dfrac{(2^n)(8^{3n})}
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& \dfrac{(2^n)(8^{3n})}
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m(m-a) & = & a(1-m) \
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& (u+v)(v-u)(u-1) \\
=
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& \dfrac{6}{n-6} –
For the accuracy correct to 2 decimal places, the maxi
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a(x+3)+b(3x+1) & \equiv
It is given that $f(x)=(x+h)(x-3) +k$.
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Let $p(x) = (x^2-1)Q(x) +(ax+b)$, where $Q(x)$ is a po
The sum of the percentage of overweight girls and the p
Consider the first inequality, we have
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\dfrac{2\alpha+3\beta}{3\a
Let $w=\dfrac{kx^2}{y^3}$, where $k$ is a non-zero c
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T(1) & = & 3 \\
T(2)
Write the equation of the graph to the general form and
Note that the regular $6$-sided polygon can be divide
Let $r_1 \text{ cm}$ and $r_2 \text{ cm}$ be the radius
I is true. Let $r\text{ cm}$ be the radius of the sector
In $\Delta CDE$,
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\angle CED
I is true. Since $ABCD$ is a rectangle, then $AB\text{
Since $\Delta EBF \sim \Delta DAE$, then we have
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