Question

Can someone help me please??
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Answer 1

B

Explanation:

Comparing like terms on both sides

`x^(6)` → x²

Note that x² =
`\sqrt[3]{x^(6) }`

`y^(12)` →
`y^(4)`

Note that
`y^(4)` =
`\sqrt[3]{y^(12) }`

Also

54 → 3

Note that 54 = 3³ × 2

and
`\sqrt[3]{54}` =
`\sqrt[3]{3^(3)(2) }` = 3
`\sqrt[3]{2}`

Hence

`\sqrt[3]{54x^(6)y^(12)  }` = 3x²
`y^(4)`
`\sqrt[3]{2}`

Hence n = 3 → B