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English
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Power RuleDescription The Power Rule states that: \(\ln{({x}^{y})}=y\ln{x}\) |
Examples \[4\ln{2}\] 1 Use Power Rule: \(\log_{b}{{x}^{c}}=c\log_{b}{x}\). \[\ln{({2}^{4})}\] 2 Simplify \({2}^{4}\) to \(16\). \[\ln{16}\] Done  Decimal Form: 2.772589 |
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Description The Power Rule states that: \(\ln{({x}^{y})}=y\ln{x}\) |
Examples \[4\ln{2}\] 1 Use Power Rule: \(\log_{b}{{x}^{c}}=c\log_{b}{x}\). \[\ln{({2}^{4})}\] 2 Simplify \({2}^{4}\) to \(16\). \[\ln{16}\] Done Decimal Form: 2.772589 |