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what is the product of (3x^2/x+2)/(5x^2-20/30x^3) ? simplify completely. Algebra 1 Honors.

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\[\frac{3x^2}{x+2} * \frac{5x^2-20}{30x^3}\]
yes thats the equation.

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Other answers:

5x^2 - 20 can be factored as 5(x^2-4) = 5(x+2)(x-2)
thats the answer
(x+2) can be cancelled out and 3x^2 can also be cancelled out so you are left with \\[\frac{5x-10}{10x}\]
3x^2 can be canceled because you simplified it with 30x^3?
oh okay Thank YOu .
hey sette check my answer
razor i dont know how you got that .
I am assuming moneybird was correct and further simplified the final answer.
As shown I removed the common factor and placed it outside parenthesis. then divided numerator and denominator by the 5. getting the final answer
Yes Thank You. He is correct and your simplification was correct.
You're welcome and good luck with these.
(3x^2/x+2)/(5x^2-20/30x^3) (3x^2/x+2) * ( 30x^3/ (5x^2-20) = 90 x^3/ 5 ( x^3 - 8) = 18 x^3/ ( x^3 - 8)

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