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Assuming x ≠ 0 and y ≠ 0, what is the quotient of eight x to the ninth y cubed plus two x to the sixth y squared plus eight x cubed y all over four x cubed y? 4x27y3 + x18y2 + 4x9y 4x3y3 + x2y2 + 4xy 4x6y2 + x3y + 4 4x12y4 + x9y3 + 4x6y2
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I think its the third one
Lets write this out with numbers and variables \[\large \frac{8x^9+2x^6y^2+8x^3}{4x^3y}\] Can you simplify this for me?
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