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Find the product. Simplify your answer.\newline2d(d25)2d(d^2 - 5)

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Q. Find the product. Simplify your answer.\newline2d(d25)2d(d^2 - 5)
  1. Distribute 2d2d: Distribute 2d2d to both terms inside the parentheses (d2d^2 and 5-5).\newline2d(d25)=2d(d2)2d(5)2d(d^2 - 5) = 2d(d^2) - 2d(5)
  2. Simplify 2d(d2)2d(d^2): Simplify 2d(d2)2d(d^2).2d(d2)=2(dd2)=2d32d(d^2) = 2(d \cdot d^2) = 2d^3
  3. Simplify 2d(5)2d(5): Simplify 2d(5)2d(5).\newline2d(5)=(2×5)d=10d2d(5) = (2 \times 5)d = 10d
  4. Combine simplified terms: Combine the simplified terms to get the final answer. 2d(d25)=2d310d2d(d^2 - 5) = 2d^3 - 10d

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