I guess I need help in this? Yeah I do! :D
Find the value of \(\left(\left(\sqrt[3]{3}^{\sqrt[3]{3}}\right)^{\sqrt[3]{3}}\right)^{\sqrt[3]{3}}\)?
Copy and paste this into Wolfram/Alpha and see if their answer makes sense to you.
3^(1/3)^(3^(1/3)^(3^(1/3)^3^(1/3)))
That doesn't make sense.......
31/3
( 31/3 ) =
(1/3)*31/3
( 3 ) =
(3)(1/3)3^2/3 =
(3)(1/3)3^1 =
(3)1 =
(3)
+9673 
