The value of $\sqrt {(\log _{0.5}^24)} $ is
$-2$
$\sqrt {( - 4)} $
$2$
None of these
(c) $\sqrt {\log _{0.5}^24} = \sqrt {{{\{ {{\log }_{0.5}}{{(0.5)}^{ – 2}}\} }^2}} = \sqrt {{{( – 2)}^2}} = 2$.
If ${\log _{10}}2 = 0.30103,{\log _{10}}3 = 0.47712,$ the number of digits in ${3^{12}} \times {2^8} $ is
If $A = {\log _2}{\log _2}{\log _4}256 + 2{\log _{\sqrt 2 \,}}\,2,$ then $A$ is equal to
The value of $\left(\left(\log _2 9\right)^2\right)^{\frac{1}{\log _2\left(\log _2 9\right)}} \times(\sqrt{7})^{\frac{1}{\log _4 7}}$ is. . . . . . .
The value of ${\log _2}.{\log _3}….{\log _{100}}{100^{{{99}^{{{98}^{{.^{{.^{{{.2}^1}}}}}}}}}}}$ is
If $x = {\log _3}5,\,\,\,y = {\log _{17}}25,$ which one of the following is correct
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