Question 1209124
<pre>
That notation, which is incompatible with this site, means:

{{{(3^""/sqrt(2^""))(1^""/sqrt(8^""))(6^""/sqrt(32^""))}}}

Prime-factor the numbers under the radicals:

{{{(3^""/sqrt(2^""))(1^""/sqrt(2^3))(6^""/sqrt(2^5))}}}{{{""=""}}}

{{{(3*1*6^"")/sqrt(2^""*2^3*2^5)}}}{{{""=""}}}{{{18^""/sqrt(2*2^8)}}}{{{""=""}}}{{{18^""/(2^4*sqrt(2^""))}}}{{{""=""}}}{{{18^""/(16*sqrt(2^""))}}}{{{""=""}}}{{{9^""/(8*sqrt(2^""))}}}{{{""=""}}}{{{(9^""/(8*sqrt(2^"")))*(sqrt(2^"")/sqrt(2^""))}}}{{{""=""}}}{{{(9*sqrt(2^""))/(8*2^"")}}}{{{""=""}}}{{{9*sqrt(2^"")/16}}}

Edwin</pre>