Question

Can someone help me please??​

Answer 1

Answer:

B

Step-by-step 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