Solve for X, log10X + log√10 X + log3√100 X = 27.
Choose the correct choice from the following options.
A) 1 B) 106 C) 104 D) 10 E) 15
Changing the base to 10, we get   log√10 X = log10X / log10√10 = 2log10X   log3√X = log10X / log103√100 = 3log10X / 2.   Thus, log10X + 2log10X + 3/2 log10X = 27   =&gt; 9/2 log10X = 27   =&gt; log10X = 6   ANSWER:106
<result>B</result>
Solve for X, log10X + log√10 X + log3√100 X = 27.