Right (n! ) (1/n) logarithm: lg[(n! )^( 1/n)]=lg( 1/n！ )/n =[LG 1+LG( 1/2)+……+LG( 1/n)]/n .

Because [LG1+LG (1/2)+...+LG (1/n)]/n tends to negative infinity.

This is because when n is greater than 10, lgn grows by more than n blocks. This is the only explanation.

The final result is 10 (-∞) = 0.