Question 24Given the sequence $10^{\frac{1}{11}},$ $10^{\frac{2}{11}},$ $10^{\frac{3}{11}},$ $\ldots,$ $10^{\frac{n}{11}},$ the smallest value of $n$ such that the product of the first $n$ members of this sequence exceeds $100{,}000$ is:$7$$8$$9$$10$$11$