FRANCE || 98% Students Failed || Comparison Problem ||

[@luciot8804]

5^5^5^5 = 5^5^3125 = 5^(5^5)^625 = 5^3125^625 = (5^3125)^3125^624 > 9^9^9

[@luciot8804]

x^x^x^x = w^w^w x^x = a*b x^x^x^x = x^(x^a)^b = (x^a)^(x^a)^b‘ Where b‘ = b - 1/a * log_x{a} w = x^a = b‘ x^a = x^x/a - 1/a * log_{a} For x = 5 => a = 4.12009213351 w = x^a = 758.264661527 Thus: 5^5^5^5 > 758^758^758 > 9^9^9