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Subtract.\newline(9g+3)−(6g+1)(9g + 3) - (6g + 1)\newline_____

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Full solution

Q. Subtract.\newline(9g+3)−(6g+1)(9g + 3) - (6g + 1)\newline_____
  1. Distribute negative sign: First, distribute the negative sign to the second parentheses: (9g+3)−(6g+1)(9g + 3) - (6g + 1) becomes 9g+3−6g−19g + 3 - 6g - 1.
  2. Combine like terms: Now, combine like terms: 9g−6g9g - 6g becomes 3g3g, and 3−13 - 1 becomes 22.
  3. Final answer: So, the final answer is 3g+23g + 2.

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