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Find the product. Simplify your answer.\newline6(−4b2+8)6(-4b^2 + 8)

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Full solution

Q. Find the product. Simplify your answer.\newline6(−4b2+8)6(-4b^2 + 8)
  1. Identify and Distribute: Identify the expression and use the distributive property to multiply 66 by each term inside the parentheses.6(−4b2+8)=6(−4b2)+6(8)6(-4b^2 + 8) = 6(-4b^2) + 6(8)
  2. Simplify −4b2-4b^2: Simplify 6(−4b2)6(-4b^2).\newlineMultiply 66 and −4b2-4b^2.\newline6(−4b2)=−24b26(-4b^2) = -24b^2
  3. Simplify 88: Simplify 6(8)6(8).\newlineMultiply 66 and 88.\newline6(8)=486(8) = 48
  4. Combine Terms: Combine the simplified terms.\newline−24b2+48-24b^2 + 48\newlineThis is the simplified form of the product.

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