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Exponentials & Logarithms
Investigation
How fast does it grow?
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Problem
Which is bigger:
\(2^3\)
or
\(3^2\)
?
\(2^x\)
or
\(x^2\)
?
\(a^x\)
or
\(x^a\)
?
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If we arrange $2^x, 2x$ and $x^2$ by size, what orders are possible?
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Exponentials & Logarithms
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