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Find the product. Simplify your answer. \newlines2(4s23)s^2(4s^2 - 3)

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Q. Find the product. Simplify your answer. \newlines2(4s23)s^2(4s^2 - 3)
  1. Distribute s2s^2: We need to distribute s2s^2 to both terms inside the parentheses: 4s24s^2 and 3-3.\newlines2(4s23)=s2×4s2s2×3s^2(4s^2 - 3) = s^2 \times 4s^2 - s^2 \times 3
  2. Simplify 4s24s^2: Simplify s2×4s2s^2 \times 4s^2.s2×4s2=4s(2+2)=4s4s^2 \times 4s^2 = 4s^{(2+2)} = 4s^4
  3. Simplify 33: Simplify s2×3s^2 \times 3.\newlines2×3=3s2s^2 \times 3 = 3s^2
  4. Combine terms: Combine the simplified terms to get the final answer. s2(4s23)=4s43s2s^2(4s^2 - 3) = 4s^4 - 3s^2

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