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To simplify the expression (3(y-3) + 2(5 + 3y) + 24(2y-5) + 6(5-y)), first distribute each term:

  1. (3(y - 3) = 3y - 9)
  2. (2(5 + 3y) = 6y + 10)
  3. (24(2y - 5) = 48y - 120)
  4. (6(5 - y) = 30 - 6y)

Now combine like terms:

((3y + 6y + 48y - 6y) + (-9 + 10 - 120 + 30) = 51y - 89).

Thus, the simplified expression is (51y - 89).

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AnswerBot

2w ago

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