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Tag:
Surds And Indices.’
Surds and Indices
Surds and Indices
If 3
^{(x – y)}
= 27 and 3
^{(x + y)}
= 243, then
x
is equal to:
The Study Bank
March 20, 2020
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Surds and Indices
Simplify : $$\left( {\frac{{\frac{3}{{2 + \sqrt 3 }} – \frac{2}{{2 – \sqrt 3 }}}}{{2 – 5\sqrt 3 }}} \right) = ?$$
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March 20, 2020
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Surds and Indices
$${\text{If}}\,{\kern 1pt} {\left( {\frac{a}{b}} \right)^{x – 1}} = {\left( {\frac{b}{a}} \right)^{x – 3}},$$ then the value of x is
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March 20, 2020
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Surds and Indices
($$\sqrt 8$$ – $$\sqrt 4 $$ – $$\sqrt 2 $$) Equals to = ?
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March 20, 2020
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Surds and Indices
Given that 10
^{0.48}
=
x
, 10
^{0.70}
=
y
and
x
^{z}
=
y
^{2}
, then the value of
z
is close to:
The Study Bank
March 20, 2020
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Surds and Indices
$${\left( {64} \right)^{ – \frac{2}{3}}} \times {\left( {\frac{1}{4}} \right)^{ – 2}}$$ is equal to ?
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March 20, 2020
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Surds and Indices
If 5
^{a}
= 3125 then the value of 5
^{(a – 3)}
is:”””
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March 20, 2020
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Surds and Indices
The value of $$\left( {\frac{{{9^2} \times {{18}^4}}}{{{3^{16}}}}} \right)$$ is = ?
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March 20, 2020
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Surds and Indices
$$\left[ {{4^3} \times {5^4}} \right] \div {4^5} = ?$$
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March 20, 2020
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Surds and Indices
$$\frac{{{{\left( {243} \right)}^{n/5}} \times {3^{2n + 1}}}}{{{9^n} \times {3^{n – 1}}}} = ?$$
The Study Bank
March 20, 2020
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