Let N,O be functions such that N(x) = 2*sqrt(x), and O(x) = x^2. What is N(O(N(O(N(O(3)))))?
Let \(N\) and \(O\) be functions such that \(N(x)=2\sqrt{x}\) and \(O(x)=x^2\). What is \(N(O(N(O(N(O(3))))\)?
\(O(3)=9 \rightarrow N(9)=6\rightarrow O(6)=36\rightarrow N(36)=12\rightarrow O(12)=144\rightarrow N(144)=\fbox{24}\)
Let \(N\) and \(O\) be functions such that \(N(x)=2\sqrt{x}\) and \(O(x)=x^2\). What is \(N(O(N(O(N(O(3))))\)?
\(O(3)=9 \rightarrow N(9)=6\rightarrow O(6)=36\rightarrow N(36)=12\rightarrow O(12)=144\rightarrow N(144)=\fbox{24}\)