1.

Simplify: \(15\sqrt[5]{32} + \sqrt{225} - 8\sqrt[3]{343} + \sqrt[4]{81}\)15(5)√32 + √225 - 8(3)√343 + (4)√81

Answer»

\(15\sqrt[5]{32} + \sqrt{225} - 8\sqrt[3]{343} + \sqrt[4]{81}\)

\(15\sqrt[5]{2^5} + \sqrt{15^2} - 8\sqrt[3]{7^3} + \sqrt[4]{3^4}\)

= (15 × 2) + 15 – (8 × 7) + 3 

= 30 + 15 – 56 + 3 = – 8.



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