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Logarithmic form of \(\sqrt[3]{8}\) = 2 isA) log8 2 = 1/3B) log2 8 = 1/3C) log1/3 8 = 2D) log1/3 2 = 0 |
Answer» Correct option is (A) log8 2 = 1/3 \(\sqrt[3]8\) = 2 i.e., \((8)^\frac13\) = 2 \(\Rightarrow\) \(log_8\,(8)^\frac13\) \(=log_8\,2\) (By taking \(log_8\) both sides) \(\Rightarrow\) \(\frac13\,log_8\,8\) \(=log_8\,2\) \(\Rightarrow\) \(log_8\,2\) \(=\frac13\) \((\because log_8\,8=1)\) Correct option is log 8 2 = 1/3 |
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