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Find the product. Simplify your answer. \newline3c(2c24c)3c(2c^2 - 4c)

Full solution

Q. Find the product. Simplify your answer. \newline3c(2c24c)3c(2c^2 - 4c)
  1. Distribute 3c3c: Distribute 3c3c to both terms inside the parentheses.\newline3c(2c24c)=3c×2c23c×4c3c(2c^2 - 4c) = 3c \times 2c^2 - 3c \times 4c
  2. Simplify 3c×2c23c \times 2c^2: Simplify 3c×2c23c \times 2c^2.3c×2c2=6c33c \times 2c^2 = 6c^3
  3. Simplify 3c×4c3c \times 4c: Simplify 3c×4c3c \times 4c.3c×4c=12c23c \times 4c = 12c^2
  4. Combine simplified terms: Combine the simplified terms. 6c312c26c^3 - 12c^2

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