Question

find the vallu of log 00.1 100​

Answer 1

$log_{0.1}(100) = log_{10 ^{ - 1} }(10 ^{2} )$

$log_{0.1}(100) = - 2$

and

$log_{100}(0.1) = log_{10 ^{2} }(10 ^{ - 1} )$

$log_{ 100 }(0.1) = - \frac{1}{2}$

Answer 2

Answer:

log 0 .001 +log 100=-1

Step-by-step explanation:

the common logarithm log (x) and exponention

10x are essentially increse functions one another

so we find : log 0.001