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n is an integer >1. Prove: sqrt(1+sqrt(n+sqrt((n^2)+sqrt((n^3)+...+sqrt(n^n)))...) < n Example: if n=3 we get sqrt(1+sqrt(3+sqrt(9+sqrt(27)))) < 3
Originally posted by David113 sqrt(1+sqrt(3+sqrt(9+sqrt(27)))) < 3
Originally posted by Drew L Could it be written this way? [(1+(3+(9+(27^1/2)^1/2)^1/2)^1/2)]^1/2 < 3
