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Multiply.

9(-x^(2)-2)
Answer:

Multiply.\newline9(x22) 9\left(-x^{2}-2\right) \newlineAnswer:

Full solution

Q. Multiply.\newline9(x22) 9\left(-x^{2}-2\right) \newlineAnswer:
  1. Identify terms: Identify the terms to be multiplied.\newlineWe have the number 99 and the polynomial (x22)(-x^{2} - 2).
  2. Distribute multiplication: Distribute the multiplication over the polynomial.\newlineMultiply 99 by each term in the polynomial (x22)(-x^{2} - 2).\newline9×(x2)=9x29 \times (-x^{2}) = -9x^{2}\newline9×(2)=189 \times (-2) = -18
  3. Combine results: Combine the results to get the final expression.\newlineThe final expression after distribution is 9x218-9x^{2} - 18.

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