Odpowiedź:
1)
√243 = 3^5
3∛3 = 3^(1+1/3)
√√3 = 3^(1/4)
2)
0.2^(1/4)*√25 = 125^(1/4)
8√2*4∛2 = 128^(5/6)
1/36*(√6)²*36^(1/4) = 6^-(1/2)
3)
√27 = 3^(3/2)
5^(5/3) = (5^(1/3))^5
125^(1/4) = 5^(3/4)
√0.1 = 10^(-1/2)
√(11^5) = 11^(5/2)
(6^(1/3))^(1/4) = 6^(4/3)
11^(5/6) = (11^(1/6))^5
5^-(2/3) = 0.4^(1/3)
(6^3)^(1/4) = 6^(3/4)
3^(4/5) = 81^(1/5)
11^(2/5) = 121^(1/5)
(6^(-4))^(1/3) = 6^(-4/3)
