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√2(√5)=
10\sqrt[]{10}10
7\sqrt[]{7}7
5\sqrt[]{5}5
2\sqrt[]{2}2
7(3)\sqrt[]{7}\left(\sqrt[]{3}\right)7(3)
73\sqrt[3]{7}37
37\sqrt[7]{3}73
21\sqrt[]{21}21
73\sqrt[]{73}73
2 (93)\sqrt[]{2\ }\left(\sqrt[3]{9}\right)2 (39)
23×323\sqrt[3]{2}\times\sqrt[3]{3^2}32×332
26×32\sqrt[6]{2}\times\sqrt[2]{3}62×23
3×332\sqrt[]{3}\times\sqrt[2]{3^3}3×233
6×39\sqrt[]{6}\times\sqrt[9]{3}6×93
2×43\sqrt[]{2}\times\sqrt[3]{4}2×34
83\sqrt[3]{8}38
163\sqrt[3]{16}316
2×12\sqrt[]{2}\times\sqrt[]{12}2×12
2262\sqrt[6]{2}262
274×32\sqrt[4]{27}\times\sqrt[2]{3}427×23
818\sqrt[8]{81}881
33283\sqrt[8]{3^2}3832
816\sqrt[6]{81}681
92\sqrt[2]{9}29
82×163×326=\sqrt[2]{8}\times\sqrt[3]{16}\times\sqrt[6]{32}=28×316×632=
5611\sqrt[11]{56}1156
323216\sqrt[216]{32^3}216323
8438\sqrt[3]{4}834
3823\sqrt[2]{8}328
272813=\frac{\sqrt[2]{27}}{\sqrt[3]{81}}=381227=
8135\sqrt[5]{81^3}5813
1076\sqrt[6]{107}6107
13⋅936\sqrt[6]{13\cdot9^3}613⋅93
2738126\sqrt[6]{\frac{27^3}{81^2}}6812273
32486=\frac{\sqrt[4]{32}}{\sqrt[6]{8}}=68432=
62366\sqrt[6]{2^3}6623
32423\sqrt[2]{24}3224
4010\sqrt[10]{40}1040
122612\sqrt[6]{2}1262