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Find the product. Simplify your answer.\newline(3k+3)(2k+3)(3k + 3)(2k + 3)

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Full solution

Q. Find the product. Simplify your answer.\newline(3k+3)(2k+3)(3k + 3)(2k + 3)
  1. Perform Multiplication: Now we will perform the multiplication for each term.\newline3k(2k)=6k23k(2k) = 6k^2\newline3k(3)=9k3k(3) = 9k\newline3(2k)=6k3(2k) = 6k\newline3(3)=93(3) = 9
  2. Combine Like Terms: Next, we will combine like terms.\newline6k2+9k+6k+9=6k2+(9k+6k)+96k^2 + 9k + 6k + 9 = 6k^2 + (9k + 6k) + 9\newline=6k2+15k+9= 6k^2 + 15k + 9

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