Download the Guru IA app
Android and iOS
Wanderson
Perceba que neste item o valor de # é 33\sqrt[3]{3}33, pois 323⋅33=(33)3=3\sqrt[3]{3^{2}} \cdot \sqrt[3]{3}=(\sqrt[3]{3})^{3}=3332⋅33=(33)3=3 (B) 54⋅#\sqrt[4]{5} \cdot \#45⋅# (C) 7215⋅#\sqrt[15]{7^{2}} \cdot \#1572⋅# (D) 357\sqrt[7]{3^{5}}735 # (E) 2710⋅#\sqrt[10]{2^{7}} \cdot \#1027⋅# (F) 1148\sqrt[8]{11^{4}}8114. #
Do you prefer an expert tutor to solve your activity?