Asked by bob
Simplify ±ā225ā¢š^16ā¢^36. Order the variables alphabetically.
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Assuming the radicand is 225 a^16 b^36, we have
ā(225 a^16 b^36) = 15 a^8 b^18,
so ±ā(225 a^16 b^36) = ±15 a^8 b^18 (variables ordered: a, b).
(Equivalently, the principal root is 15|a^8 b^18| = 15 a^8 b^18 since a^8,b^18 ā„ 0.)
ā(225 a^16 b^36) = 15 a^8 b^18,
so ±ā(225 a^16 b^36) = ±15 a^8 b^18 (variables ordered: a, b).
(Equivalently, the principal root is 15|a^8 b^18| = 15 a^8 b^18 since a^8,b^18 ā„ 0.)
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