$a^{m \log_a n} = ?$
- A$a^{mn}$
- B$m^n$
- C$n^m$
- DNone of these
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The number of solutions of the equation $\log_{\sqrt{3}}(x^{3} - 1) = \log_{\sqrt{3}}(x - 1) + 2$ is:
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View Solution$\text{If } \log _{0.2}(x-1) > \log _{0.04}(x+5), \text{ then }$
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If $\log_{10} 2 = 0.30103$ and $\log_{10} 3 = 0.47712$,then the number of digits in $3^{12} \times 2^8$ is:
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