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Uprav výrazy:
\( \Large\frac{{{6^{3{{n}}-1}}\cdot{9^{n-1}}\cdot{{10}^{2n-1}}}}{{{{30}^{2n-4}}\cdot{{32}^{n}}\cdot{{12}^{1-n}}}} \)
\( \large = {5^{2}\cdot 1 \cdot {3^{4n}} \cdot } = {5^{2}} \cdot {3^{4n}} \)
\( \large = {5^{3}\cdot 1 \cdot {3^{3n}} \cdot } = {5^{3}} \cdot {3^{3n}} \)
\( \large = {5^{3}\cdot 1 \cdot {3^{5n}} \cdot } = {5^{3}} \cdot {3^{5n}} \)
\( \large = {5^{3}\cdot 1 \cdot {3^{4n}} \cdot } = {5^{3}} \cdot {3^{4n}} \)