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Algebra

Rules of Exponents

Rules of Exponents: Level 1 Challenges

         

\[\large \color{red}{2000}\left(\color{blue}{2000}^{\color{green}{2000}}\right) = \, \color{purple}? \]

If \(-1 < x < 0,\) then what is the correct ordering of \(x, x^2, x^3, \) and \(x^4?\)

True or false:

\[\huge \displaystyle \sqrt[3]{3^{3^3}} = 3^3 . \]

Evaluate \[\large 16^{0.125} - (0.5)^{-0.5} \]

\[ \huge 2^{2^{2^2}} = \ ? \]

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