Answer:
∛
I am not sure about my answer but I have solved it like this...
Step-by-step explanation:
x-y ÷ ∛x-∛y
we can take ∛ as common and write it outside the parenthesis
∛(x-y)
then we can just cancel out x-y and the answer will be ∛
∛x² + ∛xy + ∛y²
Let me give it a try
x =( ∛x)³
y =( ∛y)³
x-y = ( ∛x)³ - ( ∛y)³
Basic formula for a³ - b³ = (a - b)(a² + ab + b²)
x-y = ( ∛x)³ - ( ∛y)³ = (∛x - ∛y)(∛x² + ∛xy + ∛y²)
(x - y) / (∛x - ∛y) = ∛x² + ∛xy + ∛y²
