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Which one is in simplest form???

Which one is in simplest form???-example-1

1 Answer

1 vote

Answer:

  • (1). - x

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Simplify the expression as follows:


  • \cfrac{x^3-9x}{9-x^2} =

  • \cfrac{x(x^2-9)}{9-x^2} = Factor out x in the numerator

  • \cfrac{-x(9-x^2)}{9-x^2} = Multiply the numerator by - 1 twice

  • -x Cancel common factors

The matching choice is (1).

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